id sid tid token lemma pos fis-2603 1 1 microsoft microsoft PROPN fis-2603 1 2 word word PROPN fis-2603 1 3 numero_50_art_30_2603 numero_50_art_30_2603 PROPN fis-2603 1 4 g. g. PROPN fis-2603 1 5 belokas belokas PROPN fis-2603 1 6 , , PUNCT fis-2603 1 7 frattura frattura PROPN fis-2603 1 8 ed ed PROPN fis-2603 1 9 integrità integrità PROPN fis-2603 1 10 strutturale strutturale PROPN fis-2603 1 11 , , PUNCT fis-2603 1 12 50 50 NUM fis-2603 1 13 ( ( PUNCT fis-2603 1 14 2019 2019 NUM fis-2603 1 15 ) ) PUNCT fis-2603 1 16 354 354 NUM fis-2603 1 17 - - SYM fis-2603 1 18 369 369 NUM fis-2603 1 19 ; ; PUNCT fis-2603 1 20 doi doi NOUN fis-2603 1 21 : : PUNCT fis-2603 1 22 10.3221 10.3221 NUM fis-2603 1 23 / / SYM fis-2603 1 24 igf igf PROPN fis-2603 1 25 - - PUNCT fis-2603 1 26 esis.50.30 esis.50.30 PROPN fis-2603 1 27 354 354 NUM fis-2603 1 28 focused focus VERB fis-2603 1 29 on on ADP fis-2603 1 30 the the DET fis-2603 1 31 research research NOUN fis-2603 1 32 activities activity NOUN fis-2603 1 33 of of ADP fis-2603 1 34 the the DET fis-2603 1 35 greek greek ADJ fis-2603 1 36 society society NOUN fis-2603 1 37 of of ADP fis-2603 1 38 experimental experimental ADJ fis-2603 1 39 mechanics mechanic NOUN fis-2603 1 40 of of ADP fis-2603 1 41 materials material NOUN fis-2603 1 42 probabilistic probabilistic ADJ fis-2603 1 43 geotechnical geotechnical ADJ fis-2603 1 44 engineering engineering NOUN fis-2603 1 45 analysis analysis NOUN fis-2603 1 46 based base VERB fis-2603 1 47 on on ADP fis-2603 1 48 first first ADJ fis-2603 1 49 order order NOUN fis-2603 1 50 reliability reliability NOUN fis-2603 1 51 method method NOUN fis-2603 1 52 georgios georgios PROPN fis-2603 1 53 belokas belokas PROPN fis-2603 1 54 university university PROPN fis-2603 1 55 of of ADP fis-2603 1 56 west west PROPN fis-2603 1 57 attica attica PROPN fis-2603 1 58 , , PUNCT fis-2603 1 59 greece greece PROPN fis-2603 1 60 gbelokas@uniwa.gr gbelokas@uniwa.gr PROPN fis-2603 1 61 , , PUNCT fis-2603 1 62 https://orcid.org/0000-0003-2674-7877 https://orcid.org/0000-0003-2674-7877 PROPN fis-2603 1 63 abstract abstract NOUN fis-2603 1 64 . . PUNCT fis-2603 2 1 limit limit VERB fis-2603 2 2 equilibrium equilibrium NOUN fis-2603 2 3 engineering engineering NOUN fis-2603 2 4 analysis analysis NOUN fis-2603 2 5 needs need VERB fis-2603 2 6 the the DET fis-2603 2 7 incorporation incorporation NOUN fis-2603 2 8 of of ADP fis-2603 2 9 probabilistic probabilistic ADJ fis-2603 2 10 approaches approach NOUN fis-2603 2 11 for for ADP fis-2603 2 12 the the DET fis-2603 2 13 determination determination NOUN fis-2603 2 14 of of ADP fis-2603 2 15 soil soil NOUN fis-2603 2 16 strength strength NOUN fis-2603 2 17 statistical statistical ADJ fis-2603 2 18 measures measure NOUN fis-2603 2 19 for for ADP fis-2603 2 20 deterministic deterministic ADJ fis-2603 2 21 and and CCONJ fis-2603 2 22 probabilistic probabilistic ADJ fis-2603 2 23 analyses analysis NOUN fis-2603 2 24 . . PUNCT fis-2603 3 1 for for ADP fis-2603 3 2 the the DET fis-2603 3 3 commonly commonly ADV fis-2603 3 4 used use VERB fis-2603 3 5 mohr mohr PROPN fis-2603 3 6 – – PUNCT fis-2603 3 7 coulomb coulomb NOUN fis-2603 3 8 strength strength NOUN fis-2603 3 9 model model NOUN fis-2603 3 10 , , PUNCT fis-2603 3 11 the the DET fis-2603 3 12 uncertainty uncertainty NOUN fis-2603 3 13 and and CCONJ fis-2603 3 14 the the DET fis-2603 3 15 characteristic characteristic ADJ fis-2603 3 16 values value NOUN fis-2603 3 17 of of ADP fis-2603 3 18 cohesion cohesion NOUN fis-2603 3 19 ( ( PUNCT fis-2603 3 20 c c NOUN fis-2603 3 21 ) ) PUNCT fis-2603 3 22 and and CCONJ fis-2603 3 23 angle angle NOUN fis-2603 3 24 of of ADP fis-2603 3 25 shearing shearing NOUN fis-2603 3 26 resistance resistance NOUN fis-2603 3 27 ( ( PUNCT fis-2603 3 28 φ φ NOUN fis-2603 3 29 ) ) PUNCT fis-2603 3 30 determination determination NOUN fis-2603 3 31 is be AUX fis-2603 3 32 not not PART fis-2603 3 33 straightforward straightforward ADJ fis-2603 3 34 . . PUNCT fis-2603 4 1 this this DET fis-2603 4 2 paper paper NOUN fis-2603 4 3 applies apply VERB fis-2603 4 4 the the DET fis-2603 4 5 first first ADJ fis-2603 4 6 order order NOUN fis-2603 4 7 reliability reliability NOUN fis-2603 4 8 method method NOUN fis-2603 4 9 ( ( PUNCT fis-2603 4 10 form form NOUN fis-2603 4 11 ) ) PUNCT fis-2603 4 12 to to PART fis-2603 4 13 estimate estimate VERB fis-2603 4 14 these these DET fis-2603 4 15 values value NOUN fis-2603 4 16 from from ADP fis-2603 4 17 the the DET fis-2603 4 18 direct direct ADJ fis-2603 4 19 shear shear NOUN fis-2603 4 20 and and CCONJ fis-2603 4 21 the the DET fis-2603 4 22 typical typical ADJ fis-2603 4 23 triaxial triaxial ADJ fis-2603 4 24 tests test NOUN fis-2603 4 25 . . PUNCT fis-2603 5 1 the the DET fis-2603 5 2 method method NOUN fis-2603 5 3 is be AUX fis-2603 5 4 verified verify VERB fis-2603 5 5 with with ADP fis-2603 5 6 test test NOUN fis-2603 5 7 data datum NOUN fis-2603 5 8 . . PUNCT fis-2603 6 1 furthermore furthermore ADV fis-2603 6 2 , , PUNCT fis-2603 6 3 the the DET fis-2603 6 4 form form NOUN fis-2603 6 5 is be AUX fis-2603 6 6 applied apply VERB fis-2603 6 7 to to ADP fis-2603 6 8 the the DET fis-2603 6 9 planar planar ADJ fis-2603 6 10 failure failure NOUN fis-2603 6 11 limit limit VERB fis-2603 6 12 equilibrium equilibrium NOUN fis-2603 6 13 problem problem NOUN fis-2603 6 14 to to PART fis-2603 6 15 determine determine VERB fis-2603 6 16 the the DET fis-2603 6 17 statistical statistical ADJ fis-2603 6 18 measures measure NOUN fis-2603 6 19 of of ADP fis-2603 6 20 the the DET fis-2603 6 21 safety safety NOUN fis-2603 6 22 margin margin NOUN fis-2603 6 23 ( ( PUNCT fis-2603 6 24 sm sm NOUN fis-2603 6 25 ) ) PUNCT fis-2603 6 26 and and CCONJ fis-2603 6 27 safety safety NOUN fis-2603 6 28 factor factor NOUN fis-2603 6 29 ( ( PUNCT fis-2603 6 30 sf sf PROPN fis-2603 6 31 ) ) PUNCT fis-2603 6 32 . . PUNCT fis-2603 7 1 it it PRON fis-2603 7 2 is be AUX fis-2603 7 3 observed observe VERB fis-2603 7 4 that that SCONJ fis-2603 7 5 the the DET fis-2603 7 6 critical critical ADJ fis-2603 7 7 slip slip NOUN fis-2603 7 8 surface surface NOUN fis-2603 7 9 for for ADP fis-2603 7 10 the the DET fis-2603 7 11 best good ADJ fis-2603 7 12 estimate estimate NOUN fis-2603 7 13 of of ADP fis-2603 7 14 the the DET fis-2603 7 15 mean mean NOUN fis-2603 7 16 ( ( PUNCT fis-2603 7 17 smm smm PROPN fis-2603 7 18 , , PUNCT fis-2603 7 19 sfm sfm PROPN fis-2603 7 20 ) ) PUNCT fis-2603 7 21 , , PUNCT fis-2603 7 22 for for ADP fis-2603 7 23 a a DET fis-2603 7 24 5 5 NUM fis-2603 7 25 % % NOUN fis-2603 7 26 probability probability NOUN fis-2603 7 27 of of ADP fis-2603 7 28 exceedance exceedance NOUN fis-2603 7 29 ( ( PUNCT fis-2603 7 30 smp=5 smp=5 NOUN fis-2603 7 31 % % NOUN fis-2603 7 32 , , PUNCT fis-2603 7 33 sfp=5 sfp=5 PROPN fis-2603 7 34 % % NOUN fis-2603 7 35 ) ) PUNCT fis-2603 7 36 and and CCONJ fis-2603 7 37 for for ADP fis-2603 7 38 the the DET fis-2603 7 39 characteristic characteristic ADJ fis-2603 7 40 value value NOUN fis-2603 7 41 ( ( PUNCT fis-2603 7 42 smk smk NOUN fis-2603 7 43 , , PUNCT fis-2603 7 44 sfk sfk NOUN fis-2603 7 45 ) ) PUNCT fis-2603 7 46 do do AUX fis-2603 7 47 not not PART fis-2603 7 48 coincide coincide VERB fis-2603 7 49 . . PUNCT fis-2603 8 1 it it PRON fis-2603 8 2 is be AUX fis-2603 8 3 interesting interesting ADJ fis-2603 8 4 that that SCONJ fis-2603 8 5 the the DET fis-2603 8 6 maximum maximum ADJ fis-2603 8 7 probability probability NOUN fis-2603 8 8 of of ADP fis-2603 8 9 having have VERB fis-2603 8 10 a a DET fis-2603 8 11 sm<0 sm<0 PROPN fis-2603 8 12 or or CCONJ fis-2603 8 13 sf<1 sf<1 PROPN fis-2603 8 14 does do AUX fis-2603 8 15 not not PART fis-2603 8 16 correspond correspond VERB fis-2603 8 17 to to ADP fis-2603 8 18 the the DET fis-2603 8 19 minimum minimum ADJ fis-2603 8 20 best good ADJ fis-2603 8 21 estimate estimate NOUN fis-2603 8 22 of of ADP fis-2603 8 23 the the DET fis-2603 8 24 sm sm NOUN fis-2603 8 25 or or CCONJ fis-2603 8 26 sf sf PROPN fis-2603 8 27 . . PROPN fis-2603 8 28 form form NOUN fis-2603 8 29 can can AUX fis-2603 8 30 be be AUX fis-2603 8 31 a a DET fis-2603 8 32 very very ADV fis-2603 8 33 useful useful ADJ fis-2603 8 34 tool tool NOUN fis-2603 8 35 for for ADP fis-2603 8 36 complete complete ADJ fis-2603 8 37 probabilistic probabilistic ADJ fis-2603 8 38 analyses analysis NOUN fis-2603 8 39 . . PUNCT fis-2603 9 1 furthermore furthermore ADV fis-2603 9 2 , , PUNCT fis-2603 9 3 probabilistic probabilistic ADJ fis-2603 9 4 approaches approach NOUN fis-2603 9 5 applied apply VERB fis-2603 9 6 to to ADP fis-2603 9 7 soil soil NOUN fis-2603 9 8 properties property NOUN fis-2603 9 9 estimation estimation NOUN fis-2603 9 10 can can AUX fis-2603 9 11 set set VERB fis-2603 9 12 a a DET fis-2603 9 13 framework framework NOUN fis-2603 9 14 for for ADP fis-2603 9 15 the the DET fis-2603 9 16 selection selection NOUN fis-2603 9 17 of of ADP fis-2603 9 18 their their PRON fis-2603 9 19 characteristic characteristic ADJ fis-2603 9 20 values value NOUN fis-2603 9 21 for for ADP fis-2603 9 22 deterministic deterministic ADJ fis-2603 9 23 analyses analysis NOUN fis-2603 9 24 . . PUNCT fis-2603 10 1 keywords keyword NOUN fis-2603 10 2 . . PUNCT fis-2603 11 1 soil soil NOUN fis-2603 11 2 strength strength NOUN fis-2603 11 3 ; ; PUNCT fis-2603 11 4 geotechnical geotechnical ADJ fis-2603 11 5 engineering engineering NOUN fis-2603 11 6 ; ; PUNCT fis-2603 11 7 probabilistic probabilistic ADJ fis-2603 11 8 approaches approach NOUN fis-2603 11 9 ; ; PUNCT fis-2603 11 10 reliability reliability NOUN fis-2603 11 11 ; ; PUNCT fis-2603 11 12 characteristic characteristic ADJ fis-2603 11 13 values value NOUN fis-2603 11 14 . . PUNCT fis-2603 12 1 citation citation NOUN fis-2603 12 2 : : PUNCT fis-2603 12 3 belokas belokas PROPN fis-2603 12 4 , , PUNCT fis-2603 12 5 g. g. PROPN fis-2603 12 6 , , PUNCT fis-2603 12 7 probabilistic probabilistic ADJ fis-2603 12 8 geotechnical geotechnical ADJ fis-2603 12 9 engineering engineering NOUN fis-2603 12 10 analysis analysis NOUN fis-2603 12 11 based base VERB fis-2603 12 12 on on ADP fis-2603 12 13 first first ADJ fis-2603 12 14 order order NOUN fis-2603 12 15 reliability reliability NOUN fis-2603 12 16 method method NOUN fis-2603 12 17 , , PUNCT fis-2603 12 18 frattura frattura PROPN fis-2603 12 19 ed ed PROPN fis-2603 12 20 integrità integrità PROPN fis-2603 12 21 strutturale strutturale PROPN fis-2603 12 22 , , PUNCT fis-2603 12 23 50 50 NUM fis-2603 12 24 ( ( PUNCT fis-2603 12 25 2019 2019 NUM fis-2603 12 26 ) ) PUNCT fis-2603 12 27 354 354 NUM fis-2603 12 28 - - SYM fis-2603 12 29 369 369 NUM fis-2603 12 30 . . PUNCT fis-2603 13 1 received receive VERB fis-2603 13 2 : : PUNCT fis-2603 13 3 16.02.2019 16.02.2019 NUM fis-2603 13 4 accepted accept VERB fis-2603 13 5 : : PUNCT fis-2603 13 6 22.05.2019 22.05.2019 NUM fis-2603 13 7 published publish VERB fis-2603 13 8 : : PUNCT fis-2603 13 9 01.10.2019 01.10.2019 NUM fis-2603 13 10 copyright copyright NOUN fis-2603 13 11 : : PUNCT fis-2603 13 12 © © PROPN fis-2603 13 13 2019 2019 NUM fis-2603 13 14 this this PRON fis-2603 13 15 is be AUX fis-2603 13 16 an an DET fis-2603 13 17 open open ADJ fis-2603 13 18 access access NOUN fis-2603 13 19 article article NOUN fis-2603 13 20 under under ADP fis-2603 13 21 the the DET fis-2603 13 22 terms term NOUN fis-2603 13 23 of of ADP fis-2603 13 24 the the DET fis-2603 13 25 cc cc NOUN fis-2603 13 26 - - PUNCT fis-2603 13 27 by by ADP fis-2603 13 28 4.0 4.0 NUM fis-2603 13 29 , , PUNCT fis-2603 13 30 which which PRON fis-2603 13 31 permits permit VERB fis-2603 13 32 unrestricted unrestricted ADJ fis-2603 13 33 use use NOUN fis-2603 13 34 , , PUNCT fis-2603 13 35 distribution distribution NOUN fis-2603 13 36 , , PUNCT fis-2603 13 37 and and CCONJ fis-2603 13 38 reproduction reproduction NOUN fis-2603 13 39 in in ADP fis-2603 13 40 any any DET fis-2603 13 41 medium medium NOUN fis-2603 13 42 , , PUNCT fis-2603 13 43 provided provide VERB fis-2603 13 44 the the DET fis-2603 13 45 original original ADJ fis-2603 13 46 author author NOUN fis-2603 13 47 and and CCONJ fis-2603 13 48 source source NOUN fis-2603 13 49 are be AUX fis-2603 13 50 credited credit VERB fis-2603 13 51 . . PUNCT fis-2603 14 1 introduction introduction NOUN fis-2603 14 2 he he PRON fis-2603 14 3 limit limit VERB fis-2603 14 4 equilibrium equilibrium NOUN fis-2603 14 5 analysis analysis NOUN fis-2603 14 6 for for ADP fis-2603 14 7 the the DET fis-2603 14 8 design design NOUN fis-2603 14 9 of of ADP fis-2603 14 10 geotechnical geotechnical ADJ fis-2603 14 11 works work NOUN fis-2603 14 12 requires require VERB fis-2603 14 13 the the DET fis-2603 14 14 application application NOUN fis-2603 14 15 of of ADP fis-2603 14 16 reliability reliability NOUN fis-2603 14 17 theory theory NOUN fis-2603 14 18 principles principle NOUN fis-2603 14 19 for for ADP fis-2603 14 20 : : PUNCT fis-2603 14 21 a a X fis-2603 14 22 ) ) PUNCT fis-2603 14 23 the the DET fis-2603 14 24 determination determination NOUN fis-2603 14 25 of of ADP fis-2603 14 26 soil soil NOUN fis-2603 14 27 properties property NOUN fis-2603 14 28 in in ADP fis-2603 14 29 deterministic deterministic ADJ fis-2603 14 30 analyses analysis NOUN fis-2603 14 31 and and CCONJ fis-2603 14 32 b b X fis-2603 14 33 ) ) PUNCT fis-2603 14 34 the the DET fis-2603 14 35 uncertainty uncertainty NOUN fis-2603 14 36 estimation estimation NOUN fis-2603 14 37 of of ADP fis-2603 14 38 the the DET fis-2603 14 39 safety safety NOUN fis-2603 14 40 margin margin NOUN fis-2603 14 41 ( ( PUNCT fis-2603 14 42 sm sm NOUN fis-2603 14 43 ) ) PUNCT fis-2603 14 44 or or CCONJ fis-2603 14 45 safety safety NOUN fis-2603 14 46 factor factor NOUN fis-2603 14 47 ( ( PUNCT fis-2603 14 48 sf sf PROPN fis-2603 14 49 ) ) PUNCT fis-2603 14 50 in in ADP fis-2603 14 51 probabilistic probabilistic ADJ fis-2603 14 52 analyses analysis NOUN fis-2603 14 53 . . PUNCT fis-2603 15 1 modern modern ADJ fis-2603 15 2 codes code NOUN fis-2603 15 3 of of ADP fis-2603 15 4 practice practice NOUN fis-2603 15 5 ( ( PUNCT fis-2603 15 6 e.g. e.g. ADV fis-2603 15 7 eurocode eurocode VERB fis-2603 15 8 7 7 NUM fis-2603 15 9 – – PUNCT fis-2603 15 10 ec7 ec7 NOUN fis-2603 15 11 ) ) PUNCT fis-2603 15 12 provide provide VERB fis-2603 15 13 the the DET fis-2603 15 14 alternative alternative NOUN fis-2603 15 15 of of ADP fis-2603 15 16 both both DET fis-2603 15 17 types type NOUN fis-2603 15 18 of of ADP fis-2603 15 19 analysis analysis NOUN fis-2603 15 20 , , PUNCT fis-2603 15 21 which which PRON fis-2603 15 22 may may AUX fis-2603 15 23 include include VERB fis-2603 15 24 one one NUM fis-2603 15 25 of of ADP fis-2603 15 26 the the DET fis-2603 15 27 following following ADJ fis-2603 15 28 methods method NOUN fis-2603 15 29 : : PUNCT fis-2603 15 30 a a X fis-2603 15 31 ) ) PUNCT fis-2603 15 32 monte monte PROPN fis-2603 15 33 carlo carlo PROPN fis-2603 15 34 , , PUNCT fis-2603 15 35 b b NOUN fis-2603 15 36 ) ) PUNCT fis-2603 15 37 point point NOUN fis-2603 15 38 estimate estimate NOUN fis-2603 15 39 , , PUNCT fis-2603 15 40 and and CCONJ fis-2603 15 41 c c X fis-2603 15 42 ) ) PUNCT fis-2603 15 43 first first ADJ fis-2603 15 44 order order NOUN fis-2603 15 45 reliability reliability NOUN fis-2603 15 46 . . PUNCT fis-2603 16 1 the the DET fis-2603 16 2 application application NOUN fis-2603 16 3 of of ADP fis-2603 16 4 first first ADJ fis-2603 16 5 order order NOUN fis-2603 16 6 reliability reliability NOUN fis-2603 16 7 method method NOUN fis-2603 16 8 ( ( PUNCT fis-2603 16 9 form form NOUN fis-2603 16 10 ) ) PUNCT fis-2603 16 11 for for ADP fis-2603 16 12 geotechnical geotechnical ADJ fis-2603 16 13 engineering engineering NOUN fis-2603 16 14 limit limit NOUN fis-2603 16 15 states state VERB fis-2603 16 16 analyses analysis NOUN fis-2603 16 17 ( ( PUNCT fis-2603 16 18 e.g. e.g. ADV fis-2603 16 19 [ [ X fis-2603 16 20 1,2 1,2 NUM fis-2603 16 21 ] ] PUNCT fis-2603 16 22 ) ) PUNCT fis-2603 16 23 , , PUNCT fis-2603 16 24 a a DET fis-2603 16 25 method method NOUN fis-2603 16 26 for for ADP fis-2603 16 27 the the DET fis-2603 16 28 estimation estimation NOUN fis-2603 16 29 of of ADP fis-2603 16 30 error error NOUN fis-2603 16 31 propagation propagation NOUN fis-2603 16 32 , , PUNCT fis-2603 16 33 has have AUX fis-2603 16 34 been be AUX fis-2603 16 35 commonly commonly ADV fis-2603 16 36 t t NOUN fis-2603 16 37 http://www.gruppofrattura.it/va/50/2603.mp4 http://www.gruppofrattura.it/va/50/2603.mp4 PROPN fis-2603 16 38 g. g. PROPN fis-2603 16 39 belokas belokas PROPN fis-2603 16 40 , , PUNCT fis-2603 16 41 frattura frattura PROPN fis-2603 16 42 ed ed PROPN fis-2603 16 43 integrità integrità PROPN fis-2603 16 44 strutturale strutturale PROPN fis-2603 16 45 , , PUNCT fis-2603 16 46 50 50 NUM fis-2603 16 47 ( ( PUNCT fis-2603 16 48 2019 2019 NUM fis-2603 16 49 ) ) PUNCT fis-2603 16 50 354 354 NUM fis-2603 16 51 - - SYM fis-2603 16 52 369 369 NUM fis-2603 16 53 ; ; PUNCT fis-2603 16 54 doi doi NOUN fis-2603 16 55 : : PUNCT fis-2603 16 56 10.3221 10.3221 NUM fis-2603 16 57 / / SYM fis-2603 16 58 igf igf PROPN fis-2603 16 59 - - PUNCT fis-2603 16 60 esis.50.30 esis.50.30 PROPN fis-2603 16 61 355 355 NUM fis-2603 16 62 applied apply VERB fis-2603 16 63 to to ADP fis-2603 16 64 the the DET fis-2603 16 65 uncertainty uncertainty NOUN fis-2603 16 66 estimation estimation NOUN fis-2603 16 67 of of ADP fis-2603 16 68 the the DET fis-2603 16 69 experimental experimental ADJ fis-2603 16 70 results result NOUN fis-2603 16 71 of of ADP fis-2603 16 72 laboratory laboratory NOUN fis-2603 16 73 tests test NOUN fis-2603 16 74 ( ( PUNCT fis-2603 16 75 e.g. e.g. ADV fis-2603 16 76 gum gum NOUN fis-2603 16 77 : : PUNCT fis-2603 16 78 1995 1995 NUM fis-2603 16 79 , , PUNCT fis-2603 16 80 see see VERB fis-2603 16 81 [ [ X fis-2603 16 82 3 3 NUM fis-2603 16 83 ] ] PUNCT fis-2603 16 84 ) ) PUNCT fis-2603 16 85 and and CCONJ fis-2603 16 86 can can AUX fis-2603 16 87 be be AUX fis-2603 16 88 applied apply VERB fis-2603 16 89 directly directly ADV fis-2603 16 90 wherever wherever SCONJ fis-2603 16 91 a a DET fis-2603 16 92 closed closed ADJ fis-2603 16 93 form form NOUN fis-2603 16 94 of of ADP fis-2603 16 95 analytical analytical ADJ fis-2603 16 96 solution solution NOUN fis-2603 16 97 exists exist VERB fis-2603 16 98 . . PUNCT fis-2603 17 1 under under ADP fis-2603 17 2 the the DET fis-2603 17 3 framework framework NOUN fis-2603 17 4 of of ADP fis-2603 17 5 ec7 ec7 PROPN fis-2603 17 6 , , PUNCT fis-2603 17 7 the the DET fis-2603 17 8 reliability reliability NOUN fis-2603 17 9 analysis analysis NOUN fis-2603 17 10 ( ( PUNCT fis-2603 17 11 uncertainty uncertainty NOUN fis-2603 17 12 calculation calculation NOUN fis-2603 17 13 ) ) PUNCT fis-2603 17 14 for for ADP fis-2603 17 15 a a DET fis-2603 17 16 limit limit NOUN fis-2603 17 17 equilibrium equilibrium NOUN fis-2603 17 18 problem problem NOUN fis-2603 17 19 can can AUX fis-2603 17 20 be be AUX fis-2603 17 21 performed perform VERB fis-2603 17 22 with with ADP fis-2603 17 23 respect respect NOUN fis-2603 17 24 to to ADP fis-2603 17 25 the the DET fis-2603 17 26 safety safety NOUN fis-2603 17 27 margin margin NOUN fis-2603 17 28 ( ( PUNCT fis-2603 17 29 sm sm NOUN fis-2603 17 30 ) ) PUNCT fis-2603 17 31 , , PUNCT fis-2603 17 32 which which PRON fis-2603 17 33 is be AUX fis-2603 17 34 expected expect VERB fis-2603 17 35 to to PART fis-2603 17 36 have have VERB fis-2603 17 37 a a DET fis-2603 17 38 value value NOUN fis-2603 17 39 of of ADP fis-2603 17 40 sm≥0.0 sm≥0.0 NOUN fis-2603 17 41 for for ADP fis-2603 17 42 a a DET fis-2603 17 43 certain certain ADJ fis-2603 17 44 level level NOUN fis-2603 17 45 of of ADP fis-2603 17 46 confidence confidence NOUN fis-2603 17 47 . . PUNCT fis-2603 18 1 that that PRON fis-2603 18 2 requires require VERB fis-2603 18 3 the the DET fis-2603 18 4 knowledge knowledge NOUN fis-2603 18 5 of of ADP fis-2603 18 6 the the DET fis-2603 18 7 uncertainty uncertainty NOUN fis-2603 18 8 of of ADP fis-2603 18 9 the the DET fis-2603 18 10 parameters parameter NOUN fis-2603 18 11 that that PRON fis-2603 18 12 affect affect VERB fis-2603 18 13 the the DET fis-2603 18 14 value value NOUN fis-2603 18 15 of of ADP fis-2603 18 16 sm sm PROPN fis-2603 18 17 . . PUNCT fis-2603 19 1 these these DET fis-2603 19 2 parameters parameter NOUN fis-2603 19 3 normally normally ADV fis-2603 19 4 include include VERB fis-2603 19 5 the the DET fis-2603 19 6 value value NOUN fis-2603 19 7 and and CCONJ fis-2603 19 8 the the DET fis-2603 19 9 uncertainty uncertainty NOUN fis-2603 19 10 of of ADP fis-2603 19 11 the the DET fis-2603 19 12 external external ADJ fis-2603 19 13 and and CCONJ fis-2603 19 14 internal internal ADJ fis-2603 19 15 loads load NOUN fis-2603 19 16 ( ( PUNCT fis-2603 19 17 permanent permanent ADJ fis-2603 19 18 and and CCONJ fis-2603 19 19 mobile mobile ADJ fis-2603 19 20 ) ) PUNCT fis-2603 19 21 and and CCONJ fis-2603 19 22 of of ADP fis-2603 19 23 the the DET fis-2603 19 24 strength strength NOUN fis-2603 19 25 constants constant NOUN fis-2603 19 26 , , PUNCT fis-2603 19 27 as as ADV fis-2603 19 28 well well ADV fis-2603 19 29 as as ADP fis-2603 19 30 the the DET fis-2603 19 31 spatial spatial ADJ fis-2603 19 32 variability variability NOUN fis-2603 19 33 and and CCONJ fis-2603 19 34 uncertainty uncertainty NOUN fis-2603 19 35 of of ADP fis-2603 19 36 the the DET fis-2603 19 37 model model NOUN fis-2603 19 38 ( ( PUNCT fis-2603 19 39 see see VERB fis-2603 19 40 fig.1 fig.1 PROPN fis-2603 19 41 based base VERB fis-2603 19 42 on on ADP fis-2603 19 43 kulhawy kulhawy PROPN fis-2603 19 44 [ [ X fis-2603 19 45 4 4 NUM fis-2603 19 46 ] ] NUM fis-2603 19 47 ) ) PUNCT fis-2603 19 48 . . PUNCT fis-2603 20 1 one one NUM fis-2603 20 2 of of ADP fis-2603 20 3 the the DET fis-2603 20 4 most most ADV fis-2603 20 5 critical critical ADJ fis-2603 20 6 components component NOUN fis-2603 20 7 on on ADP fis-2603 20 8 the the DET fis-2603 20 9 overall overall ADJ fis-2603 20 10 sm sm NOUN fis-2603 20 11 uncertainty uncertainty NOUN fis-2603 20 12 is be AUX fis-2603 20 13 the the DET fis-2603 20 14 strength strength NOUN fis-2603 20 15 uncertainty uncertainty NOUN fis-2603 20 16 both both CCONJ fis-2603 20 17 due due ADJ fis-2603 20 18 to to ADP fis-2603 20 19 spatial spatial ADJ fis-2603 20 20 variability variability NOUN fis-2603 20 21 and and CCONJ fis-2603 20 22 model model NOUN fis-2603 20 23 uncertainty uncertainty NOUN fis-2603 20 24 . . PUNCT fis-2603 21 1 on on ADP fis-2603 21 2 the the DET fis-2603 21 3 other other ADJ fis-2603 21 4 hand hand NOUN fis-2603 21 5 , , PUNCT fis-2603 21 6 a a DET fis-2603 21 7 deterministic deterministic ADJ fis-2603 21 8 analysis analysis NOUN fis-2603 21 9 requires require VERB fis-2603 21 10 the the DET fis-2603 21 11 best good ADJ fis-2603 21 12 estimate estimate NOUN fis-2603 21 13 of of ADP fis-2603 21 14 the the DET fis-2603 21 15 loading loading NOUN fis-2603 21 16 conditions condition NOUN fis-2603 21 17 and and CCONJ fis-2603 21 18 the the DET fis-2603 21 19 materials material NOUN fis-2603 21 20 properties property NOUN fis-2603 21 21 , , PUNCT fis-2603 21 22 which which PRON fis-2603 21 23 correspond correspond VERB fis-2603 21 24 to to ADP fis-2603 21 25 a a DET fis-2603 21 26 specific specific ADJ fis-2603 21 27 level level NOUN fis-2603 21 28 of of ADP fis-2603 21 29 confidence confidence NOUN fis-2603 21 30 . . PUNCT fis-2603 22 1 inherent inherent ADJ fis-2603 22 2     SPACE fis-2603 22 3 soil soil NOUN fis-2603 22 4     SPACE fis-2603 22 5 variability variability NOUN fis-2603 22 6 soil soil NOUN fis-2603 22 7 in in ADP fis-2603 22 8     SPACE fis-2603 22 9 situ situ NOUN fis-2603 22 10     SPACE fis-2603 22 11 or or CCONJ fis-2603 22 12     SPACE fis-2603 22 13 lab lab NOUN fis-2603 22 14     SPACE fis-2603 22 15 measurement measurement NOUN fis-2603 22 16 transformation transformation NOUN fis-2603 22 17     SPACE fis-2603 22 18 model model NOUN fis-2603 22 19 estimated estimate VERB fis-2603 22 20     SPACE fis-2603 22 21 soil soil NOUN fis-2603 22 22     SPACE fis-2603 22 23 property property NOUN fis-2603 22 24 data datum NOUN fis-2603 22 25     SPACE fis-2603 22 26 scatter scatter NOUN fis-2603 22 27 statistical statistical ADJ fis-2603 22 28     SPACE fis-2603 22 29 uncertainty uncertainty NOUN fis-2603 22 30 measurement measurement NOUN fis-2603 22 31     SPACE fis-2603 22 32 error error NOUN fis-2603 22 33 model model NOUN fis-2603 22 34     SPACE fis-2603 22 35 uncertainty uncertainty NOUN fis-2603 22 36 sampling sample VERB fis-2603 22 37     SPACE fis-2603 22 38 disturbance disturbance NOUN fis-2603 22 39 figure figure NOUN fis-2603 22 40 1 1 NUM fis-2603 22 41 : : PUNCT fis-2603 22 42 factors factor NOUN fis-2603 22 43 affecting affect VERB fis-2603 22 44 the the DET fis-2603 22 45 property property NOUN fis-2603 22 46 uncertainty uncertainty NOUN fis-2603 22 47 ( ( PUNCT fis-2603 22 48 based base VERB fis-2603 22 49 on on ADP fis-2603 22 50 kulhawy kulhawy PROPN fis-2603 23 1 [ [ X fis-2603 23 2 4 4 NUM fis-2603 23 3 ] ] NUM fis-2603 23 4 ) ) PUNCT fis-2603 23 5 . . PUNCT fis-2603 24 1 therefore therefore ADV fis-2603 24 2 , , PUNCT fis-2603 24 3 for for ADP fis-2603 24 4 the the DET fis-2603 24 5 mohr mohr PROPN fis-2603 24 6 – – PUNCT fis-2603 24 7 coulomb coulomb NOUN fis-2603 24 8 strength strength NOUN fis-2603 24 9 parameters parameter NOUN fis-2603 24 10 , , PUNCT fis-2603 24 11 cohesion cohesion NOUN fis-2603 24 12 ( ( PUNCT fis-2603 24 13 c c NOUN fis-2603 24 14 ) ) PUNCT fis-2603 24 15 and and CCONJ fis-2603 24 16 angle angle NOUN fis-2603 24 17 of of ADP fis-2603 24 18 shearing shearing NOUN fis-2603 24 19 resistance resistance NOUN fis-2603 24 20 ( ( PUNCT fis-2603 24 21 φ φ NOUN fis-2603 24 22 ) ) PUNCT fis-2603 24 23 , , PUNCT fis-2603 24 24 which which PRON fis-2603 24 25 are be AUX fis-2603 24 26 used use VERB fis-2603 24 27 in in ADP fis-2603 24 28 limit limit NOUN fis-2603 24 29 state state NOUN fis-2603 24 30 analysis analysis NOUN fis-2603 24 31 , , PUNCT fis-2603 24 32 an an DET fis-2603 24 33 estimation estimation NOUN fis-2603 24 34 of of ADP fis-2603 24 35 their their PRON fis-2603 24 36 mean mean ADJ fis-2603 24 37 value value NOUN fis-2603 24 38 and and CCONJ fis-2603 24 39 their their PRON fis-2603 24 40 corresponding correspond VERB fis-2603 24 41 variation variation NOUN fis-2603 24 42 ( ( PUNCT fis-2603 24 43 or or CCONJ fis-2603 24 44 uncertainty uncertainty NOUN fis-2603 24 45 ) ) PUNCT fis-2603 24 46 is be AUX fis-2603 24 47 required require VERB fis-2603 24 48 . . PUNCT fis-2603 25 1 these these DET fis-2603 25 2 measures measure NOUN fis-2603 25 3 may may AUX fis-2603 25 4 be be AUX fis-2603 25 5 calculated calculate VERB fis-2603 25 6 either either CCONJ fis-2603 25 7 by by ADP fis-2603 25 8 direct direct ADJ fis-2603 25 9 application application NOUN fis-2603 25 10 of of ADP fis-2603 25 11 statistical statistical ADJ fis-2603 25 12 methods method NOUN fis-2603 25 13 ( ( PUNCT fis-2603 25 14 e.g. e.g. ADV fis-2603 25 15 for for ADP fis-2603 25 16 the the DET fis-2603 25 17 direct direct ADJ fis-2603 25 18 shear shear NOUN fis-2603 25 19 test test NOUN fis-2603 25 20 ) ) PUNCT fis-2603 25 21 or or CCONJ fis-2603 25 22 by by ADP fis-2603 25 23 an an DET fis-2603 25 24 error error NOUN fis-2603 25 25 propagation propagation NOUN fis-2603 25 26 method method NOUN fis-2603 25 27 ( ( PUNCT fis-2603 25 28 e.g. e.g. ADV fis-2603 25 29 form form NOUN fis-2603 25 30 for for ADP fis-2603 25 31 the the DET fis-2603 25 32 typical typical ADJ fis-2603 25 33 triaxial triaxial ADJ fis-2603 25 34 test test NOUN fis-2603 25 35 ) ) PUNCT fis-2603 25 36 . . PUNCT fis-2603 26 1 the the DET fis-2603 26 2 present present ADJ fis-2603 26 3 work work NOUN fis-2603 26 4 explores explore NOUN fis-2603 26 5 on on ADP fis-2603 26 6 the the DET fis-2603 26 7 application application NOUN fis-2603 26 8 of of ADP fis-2603 26 9 the the DET fis-2603 26 10 form form NOUN fis-2603 26 11 for for ADP fis-2603 26 12 the the DET fis-2603 26 13 statistical statistical ADJ fis-2603 26 14 evaluation evaluation NOUN fis-2603 26 15 of of ADP fis-2603 26 16 the the DET fis-2603 26 17 strength strength NOUN fis-2603 26 18 parameters parameter NOUN fis-2603 26 19 and and CCONJ fis-2603 26 20 for for ADP fis-2603 26 21 the the DET fis-2603 26 22 slope slope NOUN fis-2603 26 23 stability stability NOUN fis-2603 26 24 analytical analytical ADJ fis-2603 26 25 solution solution NOUN fis-2603 26 26 of of ADP fis-2603 26 27 a a DET fis-2603 26 28 wedge wedge NOUN fis-2603 26 29 failure failure NOUN fis-2603 26 30 mechanism mechanism NOUN fis-2603 26 31 . . PUNCT fis-2603 27 1 issues issue NOUN fis-2603 27 2 with with ADP fis-2603 27 3 respect respect NOUN fis-2603 27 4 to to ADP fis-2603 27 5 the the DET fis-2603 27 6 design design NOUN fis-2603 27 7 and and CCONJ fis-2603 27 8 characteristic characteristic ADJ fis-2603 27 9 strength strength NOUN fis-2603 27 10 are be AUX fis-2603 27 11 also also ADV fis-2603 27 12 discussed discuss VERB fis-2603 27 13 , , PUNCT fis-2603 27 14 as as ADV fis-2603 27 15 well well ADV fis-2603 27 16 as as ADP fis-2603 27 17 the the DET fis-2603 27 18 capability capability NOUN fis-2603 27 19 to to PART fis-2603 27 20 apply apply VERB fis-2603 27 21 the the DET fis-2603 27 22 form form NOUN fis-2603 27 23 into into ADP fis-2603 27 24 a a DET fis-2603 27 25 general general ADJ fis-2603 27 26 limit limit NOUN fis-2603 27 27 equilibrium equilibrium NOUN fis-2603 27 28 slope slope NOUN fis-2603 27 29 stability stability NOUN fis-2603 27 30 problem problem NOUN fis-2603 27 31 . . PUNCT fis-2603 28 1 statistical statistical ADJ fis-2603 28 2 measures measure NOUN fis-2603 28 3 of of ADP fis-2603 28 4 soil soil NOUN fis-2603 28 5 properties property NOUN fis-2603 28 6 deterministic deterministic ADJ fis-2603 28 7 analysis analysis NOUN fis-2603 28 8 requires require VERB fis-2603 28 9 the the DET fis-2603 28 10 knowledge knowledge NOUN fis-2603 28 11 of of ADP fis-2603 28 12 the the DET fis-2603 28 13 best good ADJ fis-2603 28 14 estimates estimate NOUN fis-2603 28 15 of of ADP fis-2603 28 16 its its PRON fis-2603 28 17 individual individual ADJ fis-2603 28 18 components component NOUN fis-2603 28 19 , , PUNCT fis-2603 28 20 i.e. i.e. X fis-2603 28 21 loading loading NOUN fis-2603 28 22 conditions condition NOUN fis-2603 28 23 and and CCONJ fis-2603 28 24 material material NOUN fis-2603 28 25 properties property NOUN fis-2603 28 26 , , PUNCT fis-2603 28 27 for for ADP fis-2603 28 28 a a DET fis-2603 28 29 specific specific ADJ fis-2603 28 30 confidence confidence NOUN fis-2603 28 31 level level NOUN fis-2603 28 32 . . PUNCT fis-2603 29 1 these these PRON fis-2603 29 2 correspond correspond VERB fis-2603 29 3 to to ADP fis-2603 29 4 the the DET fis-2603 29 5 characteristic characteristic ADJ fis-2603 29 6 values value NOUN fis-2603 29 7 of of ADP fis-2603 29 8 actions action NOUN fis-2603 29 9 ( ( PUNCT fis-2603 29 10 fk fk INTJ fis-2603 29 11 ) ) PUNCT fis-2603 29 12 and and CCONJ fis-2603 29 13 of of ADP fis-2603 29 14 soil soil NOUN fis-2603 29 15 parameters parameter NOUN fis-2603 29 16 ( ( PUNCT fis-2603 29 17 xk xk NOUN fis-2603 29 18 ) ) PUNCT fis-2603 29 19 defined define VERB fis-2603 29 20 in in ADP fis-2603 29 21 ec7 ec7 NOUN fis-2603 29 22 ( ( PUNCT fis-2603 29 23 εν-1997 εν-1997 NOUN fis-2603 29 24 - - PUNCT fis-2603 29 25 1 1 NUM fis-2603 29 26 ) ) PUNCT fis-2603 29 27 . . PUNCT fis-2603 30 1 focusing focus VERB fis-2603 30 2 on on ADP fis-2603 30 3 soil soil NOUN fis-2603 30 4 parameters parameter NOUN fis-2603 30 5 , , PUNCT fis-2603 30 6 for for ADP fis-2603 30 7 any any DET fis-2603 30 8 specific specific ADJ fis-2603 30 9 parameter parameter NOUN fis-2603 30 10 , , PUNCT fis-2603 30 11 x x PRON fis-2603 30 12 , , PUNCT fis-2603 30 13 that that PRON fis-2603 30 14 affects affect VERB fis-2603 30 15 the the DET fis-2603 30 16 development development NOUN fis-2603 30 17 of of ADP fis-2603 30 18 the the DET fis-2603 30 19 limit limit NOUN fis-2603 30 20 state state NOUN fis-2603 30 21 condition condition NOUN fis-2603 30 22 , , PUNCT fis-2603 30 23 its its PRON fis-2603 30 24 characteristic characteristic ADJ fis-2603 30 25 value value NOUN fis-2603 30 26 χk χk NOUN fis-2603 30 27 is be AUX fis-2603 30 28 defined define VERB fis-2603 30 29 as as ADP fis-2603 30 30 a a DET fis-2603 30 31 cautious cautious ADJ fis-2603 30 32 estimate estimate NOUN fis-2603 30 33 of of ADP fis-2603 30 34 the the DET fis-2603 30 35 mean mean ADJ fis-2603 30 36 value value NOUN fis-2603 30 37 , , PUNCT fis-2603 30 38 ( ( PUNCT fis-2603 30 39 i.e. i.e. X fis-2603 30 40 of of ADP fis-2603 30 41 the the DET fis-2603 30 42 best good ADJ fis-2603 30 43 estimate estimate NOUN fis-2603 30 44 ) ) PUNCT fis-2603 30 45 of of ADP fis-2603 30 46 the the DET fis-2603 30 47 mean mean NOUN fis-2603 30 48 , , PUNCT fis-2603 30 49 χm χm PROPN fis-2603 30 50 ( ( PUNCT fis-2603 30 51 see see VERB fis-2603 30 52 εν-1997 εν-1997 NOUN fis-2603 30 53 - - PUNCT fis-2603 30 54 1 1 NUM fis-2603 30 55 ) ) PUNCT fis-2603 30 56 . . PUNCT fis-2603 31 1 the the DET fis-2603 31 2 selection selection NOUN fis-2603 31 3 of of ADP fis-2603 31 4 this this DET fis-2603 31 5 characteristic characteristic ADJ fis-2603 31 6 value value NOUN fis-2603 31 7 has have VERB fis-2603 31 8 to to PART fis-2603 31 9 be be AUX fis-2603 31 10 representative representative NOUN fis-2603 31 11 of of ADP fis-2603 31 12 the the DET fis-2603 31 13 volume volume NOUN fis-2603 31 14 involved involve VERB fis-2603 31 15 in in ADP fis-2603 31 16 the the DET fis-2603 31 17 considered consider VERB fis-2603 31 18 failure failure NOUN fis-2603 31 19 mechanism mechanism NOUN fis-2603 31 20 and and CCONJ fis-2603 31 21 it it PRON fis-2603 31 22 can can AUX fis-2603 31 23 depend depend VERB fis-2603 31 24 on on ADP fis-2603 31 25 the the DET fis-2603 31 26 type type NOUN fis-2603 31 27 of of ADP fis-2603 31 28 the the DET fis-2603 31 29 failure failure NOUN fis-2603 31 30 mechanism mechanism NOUN fis-2603 31 31 ( ( PUNCT fis-2603 31 32 e.g. e.g. ADV fis-2603 31 33 local local ADJ fis-2603 31 34 vs vs ADP fis-2603 31 35 generalized generalized ADJ fis-2603 31 36 failure failure NOUN fis-2603 31 37 ) ) PUNCT fis-2603 31 38 . . PUNCT fis-2603 32 1 when when SCONJ fis-2603 32 2 the the DET fis-2603 32 3 sample sample NOUN fis-2603 32 4 size size NOUN fis-2603 32 5 , , PUNCT fis-2603 32 6 n n CCONJ fis-2603 32 7 , , PUNCT fis-2603 32 8 is be AUX fis-2603 32 9 large large ADJ fis-2603 32 10 enough enough ADV fis-2603 32 11 to to PART fis-2603 32 12 apply apply VERB fis-2603 32 13 statistical statistical ADJ fis-2603 32 14 methods method NOUN fis-2603 32 15 , , PUNCT fis-2603 32 16 the the DET fis-2603 32 17 characteristic characteristic ADJ fis-2603 32 18 value value NOUN fis-2603 32 19 corresponds correspond VERB fis-2603 32 20 to to ADP fis-2603 32 21 a a DET fis-2603 32 22 worse bad ADJ fis-2603 32 23 value value NOUN fis-2603 32 24 governing govern VERB fis-2603 32 25 the the DET fis-2603 32 26 occurrence occurrence NOUN fis-2603 32 27 of of ADP fis-2603 32 28 the the DET fis-2603 32 29 soil soil NOUN fis-2603 32 30 parameter parameter NOUN fis-2603 32 31 with with ADP fis-2603 32 32 a a DET fis-2603 32 33 calculated calculated ADJ fis-2603 32 34 probability probability NOUN fis-2603 32 35 not not PART fis-2603 32 36 greater great ADJ fis-2603 32 37 than than ADP fis-2603 32 38 5 5 NUM fis-2603 32 39 % % NOUN fis-2603 32 40 ( ( PUNCT fis-2603 32 41 it it PRON fis-2603 32 42 is be AUX fis-2603 32 43 90 90 NUM fis-2603 32 44 % % NOUN fis-2603 32 45 confidence confidence NOUN fis-2603 32 46 interval interval NOUN fis-2603 32 47 , , PUNCT fis-2603 32 48 see see VERB fis-2603 32 49 εν-1997 εν-1997 NOUN fis-2603 32 50 - - PUNCT fis-2603 32 51 1 1 NUM fis-2603 32 52 ) ) PUNCT fis-2603 32 53 , , PUNCT fis-2603 32 54 which which PRON fis-2603 32 55 for for ADP fis-2603 32 56 a a DET fis-2603 32 57 single single ADJ fis-2603 32 58 variable variable ADJ fis-2603 32 59 model model NOUN fis-2603 32 60 is be AUX fis-2603 32 61 given give VERB fis-2603 32 62 by by ADP fis-2603 32 63 eq.(1 eq.(1 ADJ fis-2603 32 64 ) ) PUNCT fis-2603 32 65 . . PUNCT fis-2603 33 1   PROPN fis-2603 33 2   PROPN fis-2603 33 3 , , PUNCT fis-2603 33 4 , , PUNCT fis-2603 33 5 1 1 NUM fis-2603 33 6 / / SYM fis-2603 33 7   NOUN fis-2603 33 8   NUM fis-2603 33 9   NUM fis-2603 33 10   NOUN fis-2603 33 11   NUM fis-2603 33 12   NOUN fis-2603 34 1 k k NOUN fis-2603 34 2 m m PROPN fis-2603 34 3 d d NOUN fis-2603 34 4 x x X fis-2603 34 5 k k PROPN fis-2603 34 6 d d PUNCT fis-2603 34 7 x x SYM fis-2603 34 8 mx mx PROPN fis-2603 34 9 x x X fis-2603 35 1 k k PROPN fis-2603 35 2 s s X fis-2603 35 3 x x X fis-2603 35 4 k k PROPN fis-2603 35 5 v v NUM fis-2603 35 6 v v NOUN fis-2603 35 7 s s NOUN fis-2603 35 8 x x X fis-2603 35 9 ( ( PUNCT fis-2603 35 10 1 1 NUM fis-2603 35 11 ) ) PUNCT fis-2603 35 12 where where SCONJ fis-2603 35 13 k k PROPN fis-2603 35 14 is be AUX fis-2603 35 15 the the DET fis-2603 35 16 confidence confidence NOUN fis-2603 35 17 level level NOUN fis-2603 35 18 coefficient coefficient NOUN fis-2603 35 19 for for ADP fis-2603 35 20 a a DET fis-2603 35 21 given give VERB fis-2603 35 22 probability probability NOUN fis-2603 35 23 distribution distribution NOUN fis-2603 35 24 , , PUNCT fis-2603 35 25 sd sd NOUN fis-2603 35 26 , , PUNCT fis-2603 35 27 x x X fis-2603 35 28 is be AUX fis-2603 35 29 the the DET fis-2603 35 30 sample sample NOUN fis-2603 35 31 standard standard ADJ fis-2603 35 32 deviation deviation NOUN fis-2603 35 33 and and CCONJ fis-2603 35 34 v v ADP fis-2603 35 35 the the DET fis-2603 35 36 variation variation NOUN fis-2603 35 37 coefficient coefficient NOUN fis-2603 35 38 . . PUNCT fis-2603 36 1 for for ADP fis-2603 36 2 a a DET fis-2603 36 3 specific specific ADJ fis-2603 36 4 sample sample NOUN fis-2603 36 5 with with ADP fis-2603 36 6 unknown unknown ADJ fis-2603 36 7 standard standard ADJ fis-2603 36 8 deviation deviation NOUN fis-2603 36 9 , , PUNCT fis-2603 36 10 the the DET fis-2603 36 11 sd sd NOUN fis-2603 36 12 , , PUNCT fis-2603 36 13 x x X fis-2603 36 14 is be AUX fis-2603 36 15 the the DET fis-2603 36 16 corrected correct VERB fis-2603 36 17 standard standard ADJ fis-2603 36 18 deviation deviation NOUN fis-2603 36 19 , , PUNCT fis-2603 36 20 which which PRON fis-2603 36 21 is be AUX fis-2603 36 22 related relate VERB fis-2603 36 23 to to ADP fis-2603 36 24 the the DET fis-2603 36 25 corrected correct VERB fis-2603 36 26 – – PUNCT fis-2603 36 27 unbiased unbiased ADJ fis-2603 36 28 sample sample NOUN fis-2603 36 29 variance variance NOUN fis-2603 36 30 ( ( PUNCT fis-2603 36 31 s2 s2 PROPN fis-2603 36 32 ) ) PUNCT fis-2603 36 33 according accord VERB fis-2603 36 34 to to ADP fis-2603 36 35 eq.(2 eq.(2 NUM fis-2603 36 36 ) ) PUNCT fis-2603 36 37 . . PUNCT fis-2603 37 1   NOUN fis-2603 37 2   PUNCT fis-2603 37 3   NOUN fis-2603 37 4 2 2 NOUN fis-2603 37 5 22 22 NUM fis-2603 37 6 , , PUNCT fis-2603 37 7 1 1 NUM fis-2603 37 8 1 1 NUM fis-2603 37 9 var var NOUN fis-2603 37 10 ( ( PUNCT fis-2603 37 11 ) ) PUNCT fis-2603 37 12 1 1 NUM fis-2603 38 1   NUM fis-2603 38 2   NUM fis-2603 39 1   NUM fis-2603 39 2   PROPN fis-2603 39 3   PROPN fis-2603 39 4   PROPN fis-2603 39 5   X fis-2603 39 6 n n NOUN fis-2603 39 7 x x SYM fis-2603 40 1 d d NOUN fis-2603 40 2 x x VERB fis-2603 40 3 i i PRON fis-2603 40 4 m m VERB fis-2603 40 5 i i VERB fis-2603 40 6 x x X fis-2603 40 7 s s X fis-2603 40 8 s s X fis-2603 40 9 x x X fis-2603 40 10 x x SYM fis-2603 40 11 n n PROPN fis-2603 40 12 ( ( PUNCT fis-2603 40 13 2 2 NUM fis-2603 40 14 ) ) PUNCT fis-2603 40 15 a a DET fis-2603 40 16 g. g. NOUN fis-2603 40 17 belokas belokas PROPN fis-2603 40 18 , , PUNCT fis-2603 40 19 frattura frattura PROPN fis-2603 40 20 ed ed PROPN fis-2603 40 21 integrità integrità PROPN fis-2603 40 22 strutturale strutturale PROPN fis-2603 40 23 , , PUNCT fis-2603 40 24 50 50 NUM fis-2603 40 25 ( ( PUNCT fis-2603 40 26 2019 2019 NUM fis-2603 40 27 ) ) PUNCT fis-2603 40 28 354 354 NUM fis-2603 40 29 - - SYM fis-2603 40 30 369 369 NUM fis-2603 40 31 ; ; PUNCT fis-2603 40 32 doi doi NOUN fis-2603 40 33 : : PUNCT fis-2603 40 34 10.3221 10.3221 NUM fis-2603 40 35 / / SYM fis-2603 40 36 igf igf PROPN fis-2603 40 37 - - PUNCT fis-2603 40 38 esis.50.30 esis.50.30 PROPN fis-2603 40 39 356 356 NUM fis-2603 40 40 the the DET fis-2603 40 41 use use NOUN fis-2603 40 42 of of ADP fis-2603 40 43 the the DET fis-2603 40 44 corrected correct VERB fis-2603 40 45 variance variance NOUN fis-2603 40 46 ( ( PUNCT fis-2603 40 47 sx2 sx2 PROPN fis-2603 40 48 = = PROPN fis-2603 40 49 var(x var(x PROPN fis-2603 40 50 ) ) PUNCT fis-2603 40 51 , , PUNCT fis-2603 40 52 eq.(2 eq.(2 NOUN fis-2603 40 53 ) ) PUNCT fis-2603 40 54 ) ) PUNCT fis-2603 41 1 instead instead ADV fis-2603 41 2 the the DET fis-2603 41 3 uncorrected uncorrected ADJ fis-2603 41 4 sample sample NOUN fis-2603 41 5 variance variance NOUN fis-2603 41 6 ( ( PUNCT fis-2603 41 7 σx2 σx2 PROPN fis-2603 41 8 ) ) PUNCT fis-2603 41 9 , , PUNCT fis-2603 41 10 implies imply VERB fis-2603 41 11 that that SCONJ fis-2603 41 12 there there PRON fis-2603 41 13 is be VERB fis-2603 41 14 little little ADJ fis-2603 41 15 confidence confidence NOUN fis-2603 41 16 that that SCONJ fis-2603 41 17 σx2 σx2 PROPN fis-2603 41 18 is be AUX fis-2603 41 19 a a DET fis-2603 41 20 close close ADJ fis-2603 41 21 estimate estimate NOUN fis-2603 41 22 of of ADP fis-2603 41 23 the the DET fis-2603 41 24 population population NOUN fis-2603 41 25 variance variance NOUN fis-2603 41 26 , , PUNCT fis-2603 41 27 σ2 σ2 PROPN fis-2603 41 28 . . PUNCT fis-2603 42 1 had have AUX fis-2603 42 2 it it PRON fis-2603 42 3 been be AUX fis-2603 42 4 σx2σ2 σx2σ2 NUM fis-2603 42 5 , , PUNCT fis-2603 42 6 the the DET fis-2603 42 7 sample sample NOUN fis-2603 42 8 would would AUX fis-2603 42 9 closely closely ADV fis-2603 42 10 follow follow VERB fis-2603 42 11 a a DET fis-2603 42 12 normal normal ADJ fis-2603 42 13 distribution distribution NOUN fis-2603 42 14 , , PUNCT fis-2603 42 15 which which PRON fis-2603 42 16 is be AUX fis-2603 42 17 not not PART fis-2603 42 18 the the DET fis-2603 42 19 case case NOUN fis-2603 42 20 in in ADP fis-2603 42 21 geotechnical geotechnical ADJ fis-2603 42 22 engineering engineering NOUN fis-2603 42 23 investigations investigation NOUN fis-2603 42 24 as as SCONJ fis-2603 42 25 sample sample NOUN fis-2603 42 26 size size NOUN fis-2603 42 27 is be AUX fis-2603 42 28 usually usually ADV fis-2603 42 29 small small ADJ fis-2603 42 30 , , PUNCT fis-2603 42 31 despite despite SCONJ fis-2603 42 32 that that DET fis-2603 42 33 population population NOUN fis-2603 42 34 may may AUX fis-2603 42 35 follow follow VERB fis-2603 42 36 a a DET fis-2603 42 37 normal normal ADJ fis-2603 42 38 distribution distribution NOUN fis-2603 42 39 . . PUNCT fis-2603 43 1 therefore therefore ADV fis-2603 43 2 , , PUNCT fis-2603 43 3 the the DET fis-2603 43 4 direct direct ADJ fis-2603 43 5 use use NOUN fis-2603 43 6 of of ADP fis-2603 43 7 the the DET fis-2603 43 8 statistical statistical ADJ fis-2603 43 9 methods method NOUN fis-2603 43 10 may may AUX fis-2603 43 11 not not PART fis-2603 43 12 be be AUX fis-2603 43 13 applicable applicable ADJ fis-2603 43 14 , , PUNCT fis-2603 43 15 because because SCONJ fis-2603 43 16 they they PRON fis-2603 43 17 may may AUX fis-2603 43 18 lead lead VERB fis-2603 43 19 to to ADP fis-2603 43 20 non non ADJ fis-2603 43 21 - - ADJ fis-2603 43 22 representative representative ADJ fis-2603 43 23 values value NOUN fis-2603 43 24 for for ADP fis-2603 43 25 the the DET fis-2603 43 26 soil soil NOUN fis-2603 43 27 mass mass NOUN fis-2603 43 28 ( ( PUNCT fis-2603 43 29 see see VERB fis-2603 43 30 [ [ X fis-2603 43 31 2 2 NUM fis-2603 43 32 ] ] PUNCT fis-2603 43 33 ) ) PUNCT fis-2603 43 34 . . PUNCT fis-2603 44 1 in in ADP fis-2603 44 2 order order NOUN fis-2603 44 3 to to PART fis-2603 44 4 account account VERB fis-2603 44 5 for for ADP fis-2603 44 6 this this DET fis-2603 44 7 difficulty difficulty NOUN fis-2603 44 8 on on ADP fis-2603 44 9 the the DET fis-2603 44 10 statistical statistical ADJ fis-2603 44 11 error error NOUN fis-2603 44 12 , , PUNCT fis-2603 44 13 direct direct ADJ fis-2603 44 14 values value NOUN fis-2603 44 15 ( ( PUNCT fis-2603 44 16 e.g. e.g. ADV fis-2603 44 17 [ [ X fis-2603 44 18 2,5 2,5 NUM fis-2603 44 19 ] ] PUNCT fis-2603 44 20 ) ) PUNCT fis-2603 44 21 or or CCONJ fis-2603 44 22 semi semi ADJ fis-2603 44 23 - - ADJ fis-2603 44 24 empirical empirical ADJ fis-2603 44 25 methods method NOUN fis-2603 44 26 ( ( PUNCT fis-2603 44 27 e.g. e.g. ADV fis-2603 44 28 [ [ X fis-2603 44 29 5 5 NUM fis-2603 44 30 , , PUNCT fis-2603 44 31 6 6 NUM fis-2603 44 32 ] ] PUNCT fis-2603 44 33 ) ) PUNCT fis-2603 44 34 have have AUX fis-2603 44 35 been be AUX fis-2603 44 36 proposed propose VERB fis-2603 44 37 for for ADP fis-2603 44 38 the the DET fis-2603 44 39 estimation estimation NOUN fis-2603 44 40 of of ADP fis-2603 44 41 the the DET fis-2603 44 42 variation variation NOUN fis-2603 44 43 coefficient coefficient NOUN fis-2603 44 44 v. v. ADP fis-2603 44 45 the the DET fis-2603 44 46 v v PROPN fis-2603 44 47 coefficient coefficient NOUN fis-2603 44 48 can can AUX fis-2603 44 49 also also ADV fis-2603 44 50 be be AUX fis-2603 44 51 used use VERB fis-2603 44 52 to to PART fis-2603 44 53 include include VERB fis-2603 44 54 other other ADJ fis-2603 44 55 types type NOUN fis-2603 44 56 of of ADP fis-2603 44 57 errors error NOUN fis-2603 44 58 , , PUNCT fis-2603 44 59 such such ADJ fis-2603 44 60 as as ADP fis-2603 44 61 the the DET fis-2603 44 62 error error NOUN fis-2603 44 63 uncertainty uncertainty NOUN fis-2603 44 64 due due ADJ fis-2603 44 65 to to ADP fis-2603 44 66 ground ground VERB fis-2603 44 67 spatial spatial ADJ fis-2603 44 68 variability variability NOUN fis-2603 44 69 , , PUNCT fis-2603 44 70 the the DET fis-2603 44 71 measurement measurement NOUN fis-2603 44 72 error error NOUN fis-2603 44 73 and and CCONJ fis-2603 44 74 the the DET fis-2603 44 75 transformation transformation NOUN fis-2603 44 76 uncertainty uncertainty NOUN fis-2603 44 77 of of ADP fis-2603 44 78 the the DET fis-2603 44 79 empirical empirical ADJ fis-2603 44 80 equations equation NOUN fis-2603 44 81 application application NOUN fis-2603 44 82 ( ( PUNCT fis-2603 44 83 [ [ X fis-2603 44 84 6 6 NUM fis-2603 44 85 ] ] NUM fis-2603 44 86 ) ) PUNCT fis-2603 44 87 . . PUNCT fis-2603 45 1 however however ADV fis-2603 45 2 , , PUNCT fis-2603 45 3 a a DET fis-2603 45 4 good good ADJ fis-2603 45 5 knowledge knowledge NOUN fis-2603 45 6 of of ADP fis-2603 45 7 the the DET fis-2603 45 8 statistical statistical ADJ fis-2603 45 9 background background NOUN fis-2603 45 10 can can AUX fis-2603 45 11 provide provide VERB fis-2603 45 12 a a DET fis-2603 45 13 better well ADJ fis-2603 45 14 understanding understanding NOUN fis-2603 45 15 on on ADP fis-2603 45 16 the the DET fis-2603 45 17 selection selection NOUN fis-2603 45 18 of of ADP fis-2603 45 19 the the DET fis-2603 45 20 cautious cautious ADJ fis-2603 45 21 estimate estimate NOUN fis-2603 45 22 ( ( PUNCT fis-2603 45 23 see see VERB fis-2603 45 24 [ [ X fis-2603 45 25 5,7 5,7 NUM fis-2603 45 26 ] ] NUM fis-2603 45 27 ) ) PUNCT fis-2603 45 28 , , PUNCT fis-2603 45 29 or or CCONJ fis-2603 45 30 even even ADV fis-2603 45 31 to to PART fis-2603 45 32 apply apply VERB fis-2603 45 33 bayesian bayesian NOUN fis-2603 45 34 statistical statistical ADJ fis-2603 45 35 methods method NOUN fis-2603 45 36 ( ( PUNCT fis-2603 45 37 e.g. e.g. ADV fis-2603 45 38 [ [ X fis-2603 45 39 2,8 2,8 NUM fis-2603 45 40 ] ] PUNCT fis-2603 45 41 ) ) PUNCT fis-2603 45 42 , , PUNCT fis-2603 45 43 not not PART fis-2603 45 44 only only ADV fis-2603 45 45 in in ADP fis-2603 45 46 cases case NOUN fis-2603 45 47 of of ADP fis-2603 45 48 a a DET fis-2603 45 49 small small ADJ fis-2603 45 50 sample sample NOUN fis-2603 45 51 but but CCONJ fis-2603 45 52 also also ADV fis-2603 45 53 of of ADP fis-2603 45 54 complex complex ADJ fis-2603 45 55 uncertainties uncertainty NOUN fis-2603 45 56 . . PUNCT fis-2603 46 1 concerning concern VERB fis-2603 46 2 the the DET fis-2603 46 3 characteristic characteristic ADJ fis-2603 46 4 values value NOUN fis-2603 46 5 used use VERB fis-2603 46 6 in in ADP fis-2603 46 7 deterministic deterministic ADJ fis-2603 46 8 analysis analysis NOUN fis-2603 46 9 , , PUNCT fis-2603 46 10 due due ADP fis-2603 46 11 to to ADP fis-2603 46 12 the the DET fis-2603 46 13 different different ADJ fis-2603 46 14 types type NOUN fis-2603 46 15 of of ADP fis-2603 46 16 uncertainties uncertainty NOUN fis-2603 46 17 involved involve VERB fis-2603 46 18 ( ( PUNCT fis-2603 46 19 e.g. e.g. ADV fis-2603 46 20 inherent inherent ADJ fis-2603 46 21 soil soil NOUN fis-2603 46 22 variability variability NOUN fis-2603 46 23 , , PUNCT fis-2603 46 24 sampling sample VERB fis-2603 46 25 disturbance disturbance NOUN fis-2603 46 26 , , PUNCT fis-2603 46 27 fig.1 fig.1 PROPN fis-2603 46 28 ) ) PUNCT fis-2603 46 29 , , PUNCT fis-2603 46 30 engineering engineering NOUN fis-2603 46 31 judgement judgement NOUN fis-2603 46 32 is be AUX fis-2603 46 33 also also ADV fis-2603 46 34 recommended recommend VERB fis-2603 46 35 for for ADP fis-2603 46 36 their their PRON fis-2603 46 37 selection selection NOUN fis-2603 46 38 ( ( PUNCT fis-2603 46 39 e.g. e.g. ADV fis-2603 46 40 [ [ X fis-2603 46 41 9 9 NUM fis-2603 46 42 ] ] SYM fis-2603 46 43 ) ) PUNCT fis-2603 46 44 . . PUNCT fis-2603 47 1 such such ADJ fis-2603 47 2 judgement judgement NOUN fis-2603 47 3 should should AUX fis-2603 47 4 evaluate evaluate VERB fis-2603 47 5 the the DET fis-2603 47 6 relative relative ADJ fis-2603 47 7 importance importance NOUN fis-2603 47 8 of of ADP fis-2603 47 9 the the DET fis-2603 47 10 following follow VERB fis-2603 47 11 uncertainties uncertainty NOUN fis-2603 47 12 ( ( PUNCT fis-2603 47 13 see see VERB fis-2603 47 14 also also ADV fis-2603 47 15 [ [ X fis-2603 47 16 6 6 NUM fis-2603 47 17 ] ] PUNCT fis-2603 47 18 ): ): PUNCT fis-2603 47 19   NOUN fis-2603 47 20 sampling sample VERB fis-2603 47 21 quality quality NOUN fis-2603 47 22 ( ( PUNCT fis-2603 47 23 sampling sample VERB fis-2603 47 24 type type NOUN fis-2603 47 25 and and CCONJ fis-2603 47 26 sample sample NOUN fis-2603 47 27 condition condition NOUN fis-2603 47 28 ) ) PUNCT fis-2603 47 29 . . PUNCT fis-2603 48 1   VERB fis-2603 48 2 the the DET fis-2603 48 3 extent extent NOUN fis-2603 48 4 of of ADP fis-2603 48 5 the the DET fis-2603 48 6 in in ADP fis-2603 48 7 - - PUNCT fis-2603 48 8 situ situ ADJ fis-2603 48 9 and and CCONJ fis-2603 48 10 laboratory laboratory NOUN fis-2603 48 11 investigation investigation NOUN fis-2603 48 12 ( ( PUNCT fis-2603 48 13 the the DET fis-2603 48 14 number number NOUN fis-2603 48 15 and and CCONJ fis-2603 48 16 spatial spatial ADJ fis-2603 48 17 distribution distribution NOUN fis-2603 48 18 of of ADP fis-2603 48 19 samples sample NOUN fis-2603 48 20 and and CCONJ fis-2603 48 21 in in ADP fis-2603 48 22 - - PUNCT fis-2603 48 23 situ situ ADJ fis-2603 48 24 and and CCONJ fis-2603 48 25 laboratory laboratory NOUN fis-2603 48 26 tests test NOUN fis-2603 48 27 ) ) PUNCT fis-2603 48 28 . . PUNCT fis-2603 49 1   VERB fis-2603 49 2 the the DET fis-2603 49 3 quality quality NOUN fis-2603 49 4 of of ADP fis-2603 49 5 the the DET fis-2603 49 6 laboratory laboratory NOUN fis-2603 49 7 tests test NOUN fis-2603 49 8 ( ( PUNCT fis-2603 49 9 accreditation accreditation NOUN fis-2603 49 10 and and CCONJ fis-2603 49 11 uncertainty uncertainty NOUN fis-2603 49 12 of of ADP fis-2603 49 13 the the DET fis-2603 49 14 laboratory laboratory NOUN fis-2603 49 15 measurements measurement NOUN fis-2603 49 16 ) ) PUNCT fis-2603 49 17   VERB fis-2603 49 18 the the DET fis-2603 49 19 spatial spatial ADJ fis-2603 49 20 variability variability NOUN fis-2603 49 21 of of ADP fis-2603 49 22 the the DET fis-2603 49 23 parameters parameter NOUN fis-2603 49 24 and and CCONJ fis-2603 49 25 samples sample VERB fis-2603 49 26 distribution distribution NOUN fis-2603 49 27 with with ADP fis-2603 49 28 respect respect NOUN fis-2603 49 29 to to ADP fis-2603 49 30 the the DET fis-2603 49 31 extent extent NOUN fis-2603 49 32 of of ADP fis-2603 49 33 the the DET fis-2603 49 34 considered consider VERB fis-2603 49 35 mechanism mechanism NOUN fis-2603 49 36 of of ADP fis-2603 49 37 geotechnical geotechnical ADJ fis-2603 49 38 soil soil NOUN fis-2603 49 39 model model NOUN fis-2603 49 40 . . PUNCT fis-2603 50 1 in in ADP fis-2603 50 2 addition addition NOUN fis-2603 50 3 , , PUNCT fis-2603 50 4 the the DET fis-2603 50 5 following following NOUN fis-2603 50 6 should should AUX fis-2603 50 7 also also ADV fis-2603 50 8 be be AUX fis-2603 50 9 taken take VERB fis-2603 50 10 into into ADP fis-2603 50 11 account account NOUN fis-2603 50 12 : : PUNCT fis-2603 50 13 a a X fis-2603 50 14 ) ) PUNCT fis-2603 50 15 existing exist VERB fis-2603 50 16 experience experience NOUN fis-2603 50 17 and and CCONJ fis-2603 50 18 data datum NOUN fis-2603 50 19 on on ADP fis-2603 50 20 similar similar ADJ fis-2603 50 21 soil soil NOUN fis-2603 50 22 units unit NOUN fis-2603 50 23 ( ( PUNCT fis-2603 50 24 including include VERB fis-2603 50 25 their their PRON fis-2603 50 26 uncertainty uncertainty NOUN fis-2603 50 27 ) ) PUNCT fis-2603 50 28 and and CCONJ fis-2603 50 29 b b X fis-2603 50 30 ) ) PUNCT fis-2603 50 31 the the DET fis-2603 50 32 failure failure NOUN fis-2603 50 33 mechanism mechanism NOUN fis-2603 50 34 with with ADP fis-2603 50 35 respect respect NOUN fis-2603 50 36 to to ADP fis-2603 50 37 the the DET fis-2603 50 38 geotechnical geotechnical ADJ fis-2603 50 39 profile profile NOUN fis-2603 50 40 ( ( PUNCT fis-2603 50 41 e.g. e.g. ADV fis-2603 50 42 generalized generalize VERB fis-2603 50 43 vs vs ADP fis-2603 50 44 local local ADJ fis-2603 50 45 failure failure NOUN fis-2603 50 46 , , PUNCT fis-2603 50 47 short short ADJ fis-2603 50 48 term term NOUN fis-2603 50 49 vs vs ADP fis-2603 50 50 long long ADJ fis-2603 50 51 term term NOUN fis-2603 50 52 conditions condition NOUN fis-2603 50 53 , , PUNCT fis-2603 50 54 small small ADJ fis-2603 50 55 – – PUNCT fis-2603 50 56 large large ADJ fis-2603 50 57 strains strain NOUN fis-2603 50 58 ) ) PUNCT fis-2603 50 59 . . PUNCT fis-2603 51 1 for for ADP fis-2603 51 2 a a DET fis-2603 51 3 single single ADJ fis-2603 51 4 variable variable ADJ fis-2603 51 5 model model NOUN fis-2603 51 6 ( ( PUNCT fis-2603 51 7 e.g. e.g. ADV fis-2603 51 8 undrained undrained ADJ fis-2603 51 9 strength strength NOUN fis-2603 51 10 , , PUNCT fis-2603 51 11 su su PROPN fis-2603 51 12 ) ) PUNCT fis-2603 51 13 and and CCONJ fis-2603 51 14 a a DET fis-2603 51 15 small small ADJ fis-2603 51 16 sample sample NOUN fis-2603 51 17 size size NOUN fis-2603 51 18 ( ( PUNCT fis-2603 51 19 n n CCONJ fis-2603 51 20 ) ) PUNCT fis-2603 51 21 of of ADP fis-2603 51 22 laboratory laboratory NOUN fis-2603 51 23 data datum NOUN fis-2603 51 24 with with ADP fis-2603 51 25 unknown unknown ADJ fis-2603 51 26 standard standard ADJ fis-2603 51 27 deviation deviation NOUN fis-2603 51 28 of of ADP fis-2603 51 29 the the DET fis-2603 51 30 population population NOUN fis-2603 51 31 ( ( PUNCT fis-2603 51 32 the the DET fis-2603 51 33 usual usual ADJ fis-2603 51 34 case case NOUN fis-2603 51 35 for for ADP fis-2603 51 36 geotechnical geotechnical ADJ fis-2603 51 37 engineering engineering NOUN fis-2603 51 38 ) ) PUNCT fis-2603 51 39 and and CCONJ fis-2603 51 40 assuming assume VERB fis-2603 51 41 a a DET fis-2603 51 42 normally normally ADV fis-2603 51 43 distributed distribute VERB fis-2603 51 44 population population NOUN fis-2603 51 45 , , PUNCT fis-2603 51 46 the the DET fis-2603 51 47 resulting result VERB fis-2603 51 48 estimated estimate VERB fis-2603 51 49 distribution distribution NOUN fis-2603 51 50 follows follow VERB fis-2603 51 51 the the DET fis-2603 51 52 student student NOUN fis-2603 51 53 t t NOUN fis-2603 51 54 - - PUNCT fis-2603 51 55 distribution distribution NOUN fis-2603 51 56 . . PUNCT fis-2603 52 1 the the DET fis-2603 52 2 estimated estimate VERB fis-2603 52 3 characteristic characteristic ADJ fis-2603 52 4 value value NOUN fis-2603 52 5 ( ( PUNCT fis-2603 52 6 xk xk PROPN fis-2603 52 7 ) ) PUNCT fis-2603 52 8 , , PUNCT fis-2603 52 9 which which PRON fis-2603 52 10 corresponds correspond VERB fis-2603 52 11 to to ADP fis-2603 52 12 a a DET fis-2603 52 13 probability probability NOUN fis-2603 52 14 p(xk p(xk PROPN fis-2603 52 15 < < X fis-2603 52 16 μ)=1 μ)=1 ADJ fis-2603 52 17 - - PUNCT fis-2603 52 18 p=1 p=1 NOUN fis-2603 52 19 - - PUNCT fis-2603 52 20 α/2 α/2 NOUN fis-2603 52 21 ( ( PUNCT fis-2603 52 22 i.e. i.e. X fis-2603 52 23 in in ADP fis-2603 52 24 a a DET fis-2603 52 25 certain certain ADJ fis-2603 52 26 percentage percentage NOUN fis-2603 52 27 of of ADP fis-2603 52 28 the the DET fis-2603 52 29 cases case NOUN fis-2603 52 30 the the DET fis-2603 52 31 expected expect VERB fis-2603 52 32 value value NOUN fis-2603 52 33 of of ADP fis-2603 52 34 the the DET fis-2603 52 35 true true ADJ fis-2603 52 36 mean mean NOUN fis-2603 52 37 , , PUNCT fis-2603 52 38 μ μ PROPN fis-2603 52 39 , , PUNCT fis-2603 52 40 is be AUX fis-2603 52 41 greater great ADJ fis-2603 52 42 than than ADP fis-2603 52 43 xk xk PROPN fis-2603 52 44 ) ) PUNCT fis-2603 52 45 , , PUNCT fis-2603 52 46 is be AUX fis-2603 52 47 then then ADV fis-2603 52 48 given give VERB fis-2603 52 49 by by ADP fis-2603 52 50 eq.(3 eq.(3 NOUN fis-2603 52 51 ) ) PUNCT fis-2603 52 52 , , PUNCT fis-2603 52 53 in in ADP fis-2603 52 54 which which PRON fis-2603 52 55 sex sex NOUN fis-2603 52 56 is be AUX fis-2603 52 57 the the DET fis-2603 52 58 sample sample NOUN fis-2603 52 59 standard standard ADJ fis-2603 52 60 error error NOUN fis-2603 52 61 given give VERB fis-2603 52 62 by by ADP fis-2603 52 63 eq.(4 eq.(4 ADJ fis-2603 52 64 ) ) PUNCT fis-2603 52 65 . . PUNCT fis-2603 53 1 , , PUNCT fis-2603 53 2 1 1 NUM fis-2603 53 3 , , PUNCT fis-2603 53 4 1 1 NUM fis-2603 53 5 , , PUNCT fis-2603 53 6   NOUN fis-2603 53 7   ADJ fis-2603 53 8   PROPN fis-2603 53 9   PROPN fis-2603 53 10 k k PROPN fis-2603 53 11 m m VERB fis-2603 53 12 p p NOUN fis-2603 53 13 n n NOUN fis-2603 53 14 x x NOUN fis-2603 53 15 m m VERB fis-2603 53 16 p p NOUN fis-2603 53 17 n n PROPN fis-2603 54 1 d d NOUN fis-2603 54 2 xx xx NUM fis-2603 54 3 x x SYM fis-2603 54 4 t t PROPN fis-2603 54 5 se se X fis-2603 54 6 x x PROPN fis-2603 55 1 t t PROPN fis-2603 55 2 s s PART fis-2603 55 3 n n PRON fis-2603 55 4 ( ( PUNCT fis-2603 55 5 3 3 NUM fis-2603 55 6 ) ) PUNCT fis-2603 55 7 , , PUNCT fis-2603 55 8 x x PROPN fis-2603 55 9 d d PROPN fis-2603 55 10 xse xse PROPN fis-2603 55 11 s s PROPN fis-2603 55 12 n n X fis-2603 55 13 ( ( PUNCT fis-2603 55 14 4 4 NUM fis-2603 55 15 ) ) PUNCT fis-2603 55 16 where where SCONJ fis-2603 55 17 tp tp NOUN fis-2603 55 18 , , PUNCT fis-2603 55 19 n-1 n-1 PRON fis-2603 55 20 is be AUX fis-2603 55 21 the the DET fis-2603 55 22 n-1 n-1 ADJ fis-2603 55 23 degrees degree NOUN fis-2603 55 24 of of ADP fis-2603 55 25 freedom freedom NOUN fis-2603 55 26 student student NOUN fis-2603 55 27 distribution distribution NOUN fis-2603 55 28 confidence confidence NOUN fis-2603 55 29 parameter parameter NOUN fis-2603 55 30 for for ADP fis-2603 55 31 the the DET fis-2603 55 32 one one NUM fis-2603 55 33 - - PUNCT fis-2603 55 34 sided sided ADJ fis-2603 55 35 1 1 NUM fis-2603 55 36 - - PUNCT fis-2603 55 37 p p NOUN fis-2603 55 38 lower low ADJ fis-2603 55 39 confidence confidence NOUN fis-2603 55 40 limit limit NOUN fis-2603 55 41 of of ADP fis-2603 55 42 the the DET fis-2603 55 43 true true ADJ fis-2603 55 44 mean mean NOUN fis-2603 55 45 ( ( PUNCT fis-2603 55 46 μ μ NOUN fis-2603 55 47 ) ) PUNCT fis-2603 55 48 . . PUNCT fis-2603 56 1 from from ADP fis-2603 56 2 eqs.(1,3 eqs.(1,3 PROPN fis-2603 56 3 ) ) PUNCT fis-2603 56 4 we we PRON fis-2603 56 5 get get VERB fis-2603 56 6 the the DET fis-2603 56 7 coefficient coefficient NOUN fis-2603 56 8 k k NOUN fis-2603 56 9 = = NOUN fis-2603 56 10 tp tp NOUN fis-2603 56 11 , , PUNCT fis-2603 56 12 n-1 n-1 PROPN fis-2603 56 13 / / SYM fis-2603 56 14 n0.5 n0.5 PROPN fis-2603 56 15 . . PROPN fis-2603 56 16 schneider schneider NOUN fis-2603 57 1 [ [ X fis-2603 57 2 10 10 NUM fis-2603 57 3 ] ] PUNCT fis-2603 57 4 proposed propose VERB fis-2603 57 5 the the DET fis-2603 57 6 approximate approximate ADJ fis-2603 57 7 relationship relationship NOUN fis-2603 57 8 χk χk NOUN fis-2603 57 9 = = NOUN fis-2603 57 10 xm–0.5sd xm–0.5sd PROPN fis-2603 57 11 , , PUNCT fis-2603 57 12 x x X fis-2603 57 13 , , PUNCT fis-2603 57 14 which which PRON fis-2603 57 15 corresponds correspond VERB fis-2603 57 16 to to ADP fis-2603 57 17 p=5 p=5 NOUN fis-2603 57 18 % % NOUN fis-2603 57 19 and and CCONJ fis-2603 57 20 n=14 n=14 NOUN fis-2603 57 21 . . PUNCT fis-2603 58 1 as as ADV fis-2603 58 2 already already ADV fis-2603 58 3 mentioned mention VERB fis-2603 58 4 , , PUNCT fis-2603 58 5 eqs.(3,4 eqs.(3,4 ADJ fis-2603 58 6 ) ) PUNCT fis-2603 58 7 correspond correspond VERB fis-2603 58 8 to to ADP fis-2603 58 9 the the DET fis-2603 58 10 single single ADJ fis-2603 58 11 variable variable ADJ fis-2603 58 12 model model NOUN fis-2603 58 13 ( ( PUNCT fis-2603 58 14 e.g. e.g. ADV fis-2603 58 15 strength strength NOUN fis-2603 58 16 determined determine VERB fis-2603 58 17 from from ADP fis-2603 58 18 the the DET fis-2603 58 19 unconfined unconfined ADJ fis-2603 58 20 compression compression NOUN fis-2603 58 21 test test NOUN fis-2603 58 22 , , PUNCT fis-2603 58 23 in in ADP fis-2603 58 24 which which PRON fis-2603 58 25 qu=2su qu=2su PROPN fis-2603 58 26 , , PUNCT fis-2603 58 27 where where SCONJ fis-2603 58 28 su su PROPN fis-2603 58 29 undrained undrained ADJ fis-2603 58 30 shear shear PROPN fis-2603 58 31 strength strength NOUN fis-2603 58 32 ) ) PUNCT fis-2603 58 33 . . PUNCT fis-2603 59 1 the the DET fis-2603 59 2 mohr mohr PROPN fis-2603 59 3 – – PUNCT fis-2603 59 4 coulomb coulomb NOUN fis-2603 59 5 failure failure NOUN fis-2603 59 6 criterion criterion NOUN fis-2603 59 7 used use VERB fis-2603 59 8 in in ADP fis-2603 59 9 limit limit NOUN fis-2603 59 10 state state NOUN fis-2603 59 11 analyses analysis NOUN fis-2603 59 12 , , PUNCT fis-2603 59 13 is be AUX fis-2603 59 14 a a DET fis-2603 59 15 two two NUM fis-2603 59 16 variables variable NOUN fis-2603 59 17 linear linear PROPN fis-2603 59 18 model model NOUN fis-2603 59 19 that that PRON fis-2603 59 20 includes include VERB fis-2603 59 21 two two NUM fis-2603 59 22 constants constant NOUN fis-2603 59 23 ( ( PUNCT fis-2603 59 24 cohesion cohesion NOUN fis-2603 59 25 , , PUNCT fis-2603 59 26 c c NOUN fis-2603 59 27 , , PUNCT fis-2603 59 28 and and CCONJ fis-2603 59 29 angle angle NOUN fis-2603 59 30 of of ADP fis-2603 59 31 shearing shearing NOUN fis-2603 59 32 resistance resistance NOUN fis-2603 59 33 , , PUNCT fis-2603 59 34 φ φ NUM fis-2603 59 35 ) ) PUNCT fis-2603 59 36 and and CCONJ fis-2603 59 37 two two NUM fis-2603 59 38 variables variable NOUN fis-2603 59 39 . . PUNCT fis-2603 60 1 the the PRON fis-2603 60 2 for for ADP fis-2603 60 3 the the DET fis-2603 60 4 cases case NOUN fis-2603 60 5 of of ADP fis-2603 60 6 : : PUNCT fis-2603 60 7 a a X fis-2603 60 8 ) ) PUNCT fis-2603 60 9 the the DET fis-2603 60 10 direct direct ADJ fis-2603 60 11 shear shear NOUN fis-2603 60 12 test test NOUN fis-2603 60 13 is be AUX fis-2603 60 14 given give VERB fis-2603 60 15 by by ADP fis-2603 60 16 eq.(5 eq.(5 NOUN fis-2603 60 17 ) ) PUNCT fis-2603 60 18 , , PUNCT fis-2603 60 19 in in ADP fis-2603 60 20 which which PRON fis-2603 60 21 σn σn NOUN fis-2603 60 22 is be AUX fis-2603 60 23 the the DET fis-2603 60 24 imposed impose VERB fis-2603 60 25 normal normal ADJ fis-2603 60 26 stress stress NOUN fis-2603 60 27 ( ( PUNCT fis-2603 60 28 the the DET fis-2603 60 29 nonrandom nonrandom NOUN fis-2603 60 30 or or CCONJ fis-2603 60 31 independent independent ADJ fis-2603 60 32 variable variable NOUN fis-2603 60 33 ) ) PUNCT fis-2603 60 34 and and CCONJ fis-2603 60 35 τ τ PROPN fis-2603 60 36 the the DET fis-2603 60 37 measured measure VERB fis-2603 60 38 – – PUNCT fis-2603 60 39 observed observe VERB fis-2603 60 40 shear shear NOUN fis-2603 60 41 stress stress NOUN fis-2603 60 42 ( ( PUNCT fis-2603 60 43 the the DET fis-2603 60 44 random random ADJ fis-2603 60 45 or or CCONJ fis-2603 60 46 dependent dependent ADJ fis-2603 60 47 variable variable NOUN fis-2603 60 48 ) ) PUNCT fis-2603 60 49 and and CCONJ fis-2603 60 50 b b X fis-2603 60 51 ) ) PUNCT fis-2603 60 52 the the DET fis-2603 60 53 typical typical ADJ fis-2603 60 54 triaxial triaxial ADJ fis-2603 60 55 test test NOUN fis-2603 60 56 is be AUX fis-2603 60 57 given give VERB fis-2603 60 58 by by ADP fis-2603 60 59 eq.(6 eq.(6 ADJ fis-2603 60 60 ) ) PUNCT fis-2603 60 61 , , PUNCT fis-2603 60 62 in in ADP fis-2603 60 63 which which PRON fis-2603 60 64 σ3 σ3 PROPN fis-2603 60 65 is be AUX fis-2603 60 66 the the DET fis-2603 60 67 imposed impose VERB fis-2603 60 68 cell cell NOUN fis-2603 60 69 pressure pressure NOUN fis-2603 60 70 – – PUNCT fis-2603 60 71 radial radial ADJ fis-2603 60 72 stress stress NOUN fis-2603 60 73 ( ( PUNCT fis-2603 60 74 the the DET fis-2603 60 75 nonrandom nonrandom NOUN fis-2603 60 76 or or CCONJ fis-2603 60 77 independent independent ADJ fis-2603 60 78 variable variable NOUN fis-2603 60 79 ) ) PUNCT fis-2603 60 80 and and CCONJ fis-2603 60 81 σ1 σ1 PROPN fis-2603 60 82 the the DET fis-2603 60 83 measured measure VERB fis-2603 60 84 – – PUNCT fis-2603 60 85 observed observe VERB fis-2603 60 86 vertical vertical ADJ fis-2603 60 87 stress stress NOUN fis-2603 60 88 ( ( PUNCT fis-2603 60 89 the the DET fis-2603 60 90 random random ADJ fis-2603 60 91 or or CCONJ fis-2603 60 92 dependent dependent ADJ fis-2603 60 93 variable variable NOUN fis-2603 60 94 ) ) PUNCT fis-2603 60 95 . . PUNCT fis-2603 61 1 τ τ X fis-2603 62 1 = = NOUN fis-2603 62 2 c+σntanφ= c+σntanφ= PROPN fis-2603 62 3 a+b·σn a+b·σn NOUN fis-2603 62 4 ( ( PUNCT fis-2603 62 5 5 5 NUM fis-2603 62 6 ) ) PUNCT fis-2603 62 7 σ1=2c·cosφ/(1 σ1=2c·cosφ/(1 NOUN fis-2603 62 8 – – PUNCT fis-2603 62 9 sinφ)+σ3(1+sinφ)/(1 sinφ)+σ3(1+sinφ)/(1 PROPN fis-2603 62 10 – – PUNCT fis-2603 62 11 sinφ)=a+b·σ3 sinφ)=a+b·σ3 PROPN fis-2603 62 12 ( ( PUNCT fis-2603 62 13 6 6 NUM fis-2603 62 14 ) ) PUNCT fis-2603 62 15 with with ADP fis-2603 62 16 regards regard NOUN fis-2603 62 17 to to ADP fis-2603 62 18 the the DET fis-2603 62 19 experiments experiment NOUN fis-2603 62 20 , , PUNCT fis-2603 62 21 if if SCONJ fis-2603 62 22 xi xi PROPN fis-2603 62 23 is be AUX fis-2603 62 24 the the DET fis-2603 62 25 imposed impose VERB fis-2603 62 26 value value NOUN fis-2603 62 27 and and CCONJ fis-2603 62 28 yi yi PROPN fis-2603 62 29 is be AUX fis-2603 62 30 the the DET fis-2603 62 31 corresponding corresponding ADJ fis-2603 62 32 observed observe VERB fis-2603 62 33 value value NOUN fis-2603 62 34 of of ADP fis-2603 62 35 a a DET fis-2603 62 36 sample sample NOUN fis-2603 62 37 size size NOUN fis-2603 62 38 n n CCONJ fis-2603 62 39 , , PUNCT fis-2603 62 40 the the DET fis-2603 62 41 linear linear ADJ fis-2603 62 42 model model NOUN fis-2603 62 43 is be AUX fis-2603 62 44 given give VERB fis-2603 62 45 by by ADP fis-2603 62 46 eq.(7 eq.(7 NOUN fis-2603 62 47 ) ) PUNCT fis-2603 62 48 , , PUNCT fis-2603 62 49 where where SCONJ fis-2603 62 50 εi εi ADJ fis-2603 62 51 is be AUX fis-2603 62 52 the the DET fis-2603 62 53 error error NOUN fis-2603 62 54 and and CCONJ fis-2603 62 55 a a PRON fis-2603 62 56 and and CCONJ fis-2603 62 57 b b NOUN fis-2603 62 58 the the DET fis-2603 62 59 model model NOUN fis-2603 62 60 constants constant NOUN fis-2603 62 61 . . PUNCT fis-2603 63 1 eq.(7 eq.(7 PUNCT fis-2603 63 2 ) ) PUNCT fis-2603 63 3 gives give VERB fis-2603 63 4 a a DET fis-2603 63 5 best good ADJ fis-2603 63 6 estimate estimate NOUN fis-2603 63 7 of of ADP fis-2603 63 8 the the DET fis-2603 63 9 mean mean NOUN fis-2603 63 10 of of ADP fis-2603 63 11 y y PROPN fis-2603 63 12 for for ADP fis-2603 63 13 a a DET fis-2603 63 14 given give VERB fis-2603 63 15 x. x. NOUN fis-2603 63 16 the the DET fis-2603 63 17 measurement measurement NOUN fis-2603 63 18 error error NOUN fis-2603 63 19 εi εi VERB fis-2603 63 20 is be AUX fis-2603 63 21 the the DET fis-2603 63 22 deviation deviation NOUN fis-2603 63 23 of of ADP fis-2603 63 24 the the DET fis-2603 63 25 yi yi NOUN fis-2603 63 26 from from ADP fis-2603 63 27 its its PRON fis-2603 63 28 best good ADJ fis-2603 63 29 ( ( PUNCT fis-2603 63 30 deterministic deterministic ADJ fis-2603 63 31 ) ) PUNCT fis-2603 63 32 estimate estimate NOUN fis-2603 63 33 y y NOUN fis-2603 63 34 = = PRON fis-2603 63 35 a+xib a+xib X fis-2603 63 36 ( ( PUNCT fis-2603 63 37 fig.2 fig.2 PROPN fis-2603 63 38 ) ) PUNCT fis-2603 63 39 . . PUNCT fis-2603 64 1 in in ADP fis-2603 64 2 simple simple ADJ fis-2603 64 3 linear linear ADJ fis-2603 64 4 regression regression NOUN fis-2603 64 5 , , PUNCT fis-2603 64 6 the the DET fis-2603 64 7 best good ADJ fis-2603 64 8 estimate estimate NOUN fis-2603 64 9 of of ADP fis-2603 64 10 the the DET fis-2603 64 11 constants constant NOUN fis-2603 64 12 may may AUX fis-2603 64 13 be be AUX fis-2603 64 14 derived derive VERB fis-2603 64 15 from from ADP fis-2603 64 16 minimizing minimize VERB fis-2603 64 17 the the DET fis-2603 64 18 error error NOUN fis-2603 64 19 square square ADJ fis-2603 64 20 sum sum NOUN fis-2603 64 21 . . PUNCT fis-2603 65 1 yi yi NOUN fis-2603 65 2 = = PUNCT fis-2603 66 1 a a DET fis-2603 66 2 + + CCONJ fis-2603 66 3 xib xib PROPN fis-2603 66 4 + + CCONJ fis-2603 66 5 εi εi PROPN fis-2603 66 6 ( ( PUNCT fis-2603 66 7 7 7 NUM fis-2603 66 8 ) ) PUNCT fis-2603 66 9 g. g. NOUN fis-2603 66 10 belokas belokas PROPN fis-2603 66 11 , , PUNCT fis-2603 66 12 frattura frattura PROPN fis-2603 66 13 ed ed PROPN fis-2603 66 14 integrità integrità PROPN fis-2603 66 15 strutturale strutturale PROPN fis-2603 66 16 , , PUNCT fis-2603 66 17 50 50 NUM fis-2603 66 18 ( ( PUNCT fis-2603 66 19 2019 2019 NUM fis-2603 66 20 ) ) PUNCT fis-2603 66 21 354 354 NUM fis-2603 66 22 - - SYM fis-2603 66 23 369 369 NUM fis-2603 66 24 ; ; PUNCT fis-2603 66 25 doi doi NOUN fis-2603 66 26 : : PUNCT fis-2603 66 27 10.3221 10.3221 NUM fis-2603 66 28 / / SYM fis-2603 66 29 igf igf PROPN fis-2603 66 30 - - PUNCT fis-2603 66 31 esis.50.30 esis.50.30 PROPN fis-2603 66 32 357 357 NUM fis-2603 66 33 figure figure NOUN fis-2603 66 34 2 2 NUM fis-2603 66 35 : : PUNCT fis-2603 66 36 graphical graphical ADJ fis-2603 66 37 representation representation NOUN fis-2603 66 38 of of ADP fis-2603 66 39 the the DET fis-2603 66 40 regression regression NOUN fis-2603 66 41 model model NOUN fis-2603 66 42 . . PUNCT fis-2603 67 1 assuming assume VERB fis-2603 67 2 that that SCONJ fis-2603 67 3 : : PUNCT fis-2603 67 4 a a X fis-2603 67 5 ) ) PUNCT fis-2603 67 6 xi xi X fis-2603 67 7 is be AUX fis-2603 67 8 an an DET fis-2603 67 9 accurate accurate ADJ fis-2603 67 10 observation observation NOUN fis-2603 67 11 , , PUNCT fis-2603 67 12 b b X fis-2603 67 13 ) ) PUNCT fis-2603 67 14 each each PRON fis-2603 67 15 xi xi ADP fis-2603 67 16 is be AUX fis-2603 67 17 an an DET fis-2603 67 18 independent independent ADJ fis-2603 67 19 observation observation NOUN fis-2603 67 20 , , PUNCT fis-2603 67 21 c c X fis-2603 67 22 ) ) PUNCT fis-2603 67 23 the the DET fis-2603 67 24 error error NOUN fis-2603 67 25 εi εi VERB fis-2603 67 26 has have VERB fis-2603 67 27 a a DET fis-2603 67 28 constant constant ADJ fis-2603 67 29 variation variation NOUN fis-2603 67 30 for for ADP fis-2603 67 31 each each DET fis-2603 67 32 xi xi NOUN fis-2603 67 33 and and CCONJ fis-2603 67 34 d d X fis-2603 67 35 ) ) PUNCT fis-2603 67 36 the the DET fis-2603 67 37 uncertainties uncertainty NOUN fis-2603 67 38 of of ADP fis-2603 67 39 the the DET fis-2603 67 40 yi yi PROPN fis-2603 67 41 observations observation NOUN fis-2603 67 42 are be AUX fis-2603 67 43 equivalent equivalent ADJ fis-2603 67 44 ( ( PUNCT fis-2603 67 45 otherwise otherwise ADV fis-2603 67 46 weight weight NOUN fis-2603 67 47 coefficients coefficient NOUN fis-2603 67 48 are be AUX fis-2603 67 49 required require VERB fis-2603 67 50 ) ) PUNCT fis-2603 67 51 , , PUNCT fis-2603 67 52 the the DET fis-2603 67 53 best well ADV fis-2603 67 54 mean mean ADJ fis-2603 67 55 estimators estimator NOUN fis-2603 67 56 for for ADP fis-2603 67 57 the the DET fis-2603 67 58 linear linear ADJ fis-2603 67 59 regression regression NOUN fis-2603 67 60 coefficients coefficient NOUN fis-2603 67 61 are be AUX fis-2603 67 62 given give VERB fis-2603 67 63 by by ADP fis-2603 67 64 eqs.(8,9 eqs.(8,9 NOUN fis-2603 67 65 ) ) PUNCT fis-2603 67 66 . . PUNCT fis-2603 68 1 observation observation NOUN fis-2603 68 2 xi xi X fis-2603 68 3 can can AUX fis-2603 68 4 be be AUX fis-2603 68 5 a a DET fis-2603 68 6 predetermined predetermine VERB fis-2603 68 7 imposed impose VERB fis-2603 68 8 loading loading NOUN fis-2603 68 9 ( ( PUNCT fis-2603 68 10 e.g. e.g. ADV fis-2603 68 11 the the DET fis-2603 68 12 σn σn NOUN fis-2603 68 13 in in ADP fis-2603 68 14 direct direct ADJ fis-2603 68 15 shear shear NOUN fis-2603 68 16 and and CCONJ fis-2603 68 17 the the DET fis-2603 68 18 σ3 σ3 NOUN fis-2603 68 19 in in ADP fis-2603 68 20 the the DET fis-2603 68 21 typical typical ADJ fis-2603 68 22 triaxial triaxial NOUN fis-2603 68 23 ) ) PUNCT fis-2603 68 24 , , PUNCT fis-2603 68 25 while while SCONJ fis-2603 68 26 observation observation NOUN fis-2603 68 27 yi yi NOUN fis-2603 68 28 a a DET fis-2603 68 29 measured measured ADJ fis-2603 68 30 reaction reaction NOUN fis-2603 68 31 ( ( PUNCT fis-2603 68 32 e.g. e.g. ADV fis-2603 68 33 the the DET fis-2603 68 34 τ τ PROPN fis-2603 68 35 in in ADP fis-2603 68 36 direct direct ADJ fis-2603 68 37 shear shear NOUN fis-2603 68 38 and and CCONJ fis-2603 68 39 the the DET fis-2603 68 40 σ1 σ1 PROPN fis-2603 68 41 in in ADP fis-2603 68 42 the the DET fis-2603 68 43 typical typical ADJ fis-2603 68 44 triaxial triaxial NOUN fis-2603 68 45 ) ) PUNCT fis-2603 68 46 . . PUNCT fis-2603 69 1   NOUN fis-2603 69 2   NOUN fis-2603 70 1   PUNCT fis-2603 70 2   NOUN fis-2603 70 3   SYM fis-2603 70 4   NOUN fis-2603 70 5   SYM fis-2603 70 6   NOUN fis-2603 70 7   PUNCT fis-2603 70 8 , , PUNCT fis-2603 70 9 1 1 NUM fis-2603 70 10 1 1 NUM fis-2603 70 11 1 1 NUM fis-2603 70 12 1 1 NUM fis-2603 70 13 22 22 NUM fis-2603 70 14 , , PUNCT fis-2603 70 15 2 2 NUM fis-2603 70 16 1 1 NUM fis-2603 70 17 1 1 NUM fis-2603 70 18 1 1 NUM fis-2603 70 19 1 1 NUM fis-2603 70 20 , , PUNCT fis-2603 70 21 , , PUNCT fis-2603 70 22 1 1 NUM fis-2603 70 23 n n CCONJ fis-2603 70 24 n n CCONJ fis-2603 70 25 n n CCONJ fis-2603 70 26 n n NOUN fis-2603 71 1 i i PRON fis-2603 71 2 i i PRON fis-2603 72 1 i i PRON fis-2603 72 2 i i PRON fis-2603 73 1 i i PRON fis-2603 73 2 i i VERB fis-2603 74 1 d d VERB fis-2603 74 2 yi yi INTJ fis-2603 75 1 i i PRON fis-2603 75 2 i i PRON fis-2603 76 1 i i PRON fis-2603 76 2 m m VERB fis-2603 76 3 xyn xyn PROPN fis-2603 76 4 n n CCONJ fis-2603 76 5 n n NOUN fis-2603 76 6 d d NOUN fis-2603 76 7 x x PROPN fis-2603 77 1 i i PRON fis-2603 77 2 i i PRON fis-2603 78 1 i i PRON fis-2603 78 2 i i PRON fis-2603 79 1 i i PRON fis-2603 79 2 i i VERB fis-2603 79 3 x x VERB fis-2603 80 1 x x VERB fis-2603 80 2 y y NOUN fis-2603 80 3 y y PROPN fis-2603 80 4 x x PROPN fis-2603 80 5 y y VERB fis-2603 80 6 y y PROPN fis-2603 80 7 x x SYM fis-2603 80 8 scov scov PROPN fis-2603 80 9 x x PUNCT fis-2603 81 1 yn yn PROPN fis-2603 81 2 b b PROPN fis-2603 81 3 r r NOUN fis-2603 81 4 var var NOUN fis-2603 81 5 x x X fis-2603 81 6 y y NOUN fis-2603 81 7 s s NOUN fis-2603 81 8 x x NOUN fis-2603 81 9 x x PUNCT fis-2603 81 10 x x SYM fis-2603 81 11 x x SYM fis-2603 81 12 n n CCONJ fis-2603 81 13   NOUN fis-2603 82 1   NUM fis-2603 83 1   PRON fis-2603 84 1   NUM fis-2603 84 2   NUM fis-2603 85 1   NUM fis-2603 85 2   PROPN fis-2603 85 3   PROPN fis-2603 85 4   PROPN fis-2603 85 5   NOUN fis-2603 85 6   PROPN fis-2603 86 1   NUM fis-2603 87 1   NUM fis-2603 88 1   PROPN fis-2603 88 2   NOUN fis-2603 88 3   VERB fis-2603 88 4   PROPN fis-2603 88 5   PROPN fis-2603 88 6   PROPN fis-2603 89 1   PROPN fis-2603 89 2   PROPN fis-2603 89 3   X fis-2603 89 4   X fis-2603 89 5   X fis-2603 89 6   X fis-2603 89 7   X fis-2603 89 8   X fis-2603 89 9   X fis-2603 89 10     SPACE fis-2603 89 11 ( ( PUNCT fis-2603 89 12 8) 8) NUM fis-2603 89 13 m m NOUN fis-2603 89 14 ma ma PROPN fis-2603 89 15 y y PROPN fis-2603 89 16 b b PROPN fis-2603 89 17 x x PROPN fis-2603 89 18   PROPN fis-2603 89 19     SPACE fis-2603 89 20 ( ( PUNCT fis-2603 89 21 9 9 NUM fis-2603 89 22 ) ) PUNCT fis-2603 89 23 in in ADP fis-2603 89 24 eqs.(8,9 eqs.(8,9 NOUN fis-2603 89 25 ) ) PUNCT fis-2603 89 26 ( ( PUNCT fis-2603 89 27 xi xi PROPN fis-2603 89 28 , , PUNCT fis-2603 89 29 yi yi PROPN fis-2603 89 30 ) ) PUNCT fis-2603 89 31 are be AUX fis-2603 89 32 the the DET fis-2603 89 33 data data NOUN fis-2603 89 34 measurements measurement NOUN fis-2603 89 35 of of ADP fis-2603 89 36 the the DET fis-2603 89 37 two two NUM fis-2603 89 38 dimensional dimensional ADJ fis-2603 89 39 sample sample NOUN fis-2603 89 40 , , PUNCT fis-2603 89 41 , , PUNCT fis-2603 89 42 y y PROPN fis-2603 89 43 x x X fis-2603 89 44 are be AUX fis-2603 89 45 their their PRON fis-2603 89 46 mean mean ADJ fis-2603 89 47 values value NOUN fis-2603 89 48 , , PUNCT fis-2603 89 49 sd sd NOUN fis-2603 89 50 , , PUNCT fis-2603 89 51 x x NOUN fis-2603 89 52 and and CCONJ fis-2603 89 53 sd sd NOUN fis-2603 89 54 , , PUNCT fis-2603 89 55 y y PROPN fis-2603 89 56 are be AUX fis-2603 89 57 the the DET fis-2603 89 58 sample sample NOUN fis-2603 89 59 standard standard ADJ fis-2603 89 60 deviation deviation NOUN fis-2603 89 61 of of ADP fis-2603 89 62 x x PUNCT fis-2603 89 63 and and CCONJ fis-2603 89 64 y y PROPN fis-2603 89 65 measurements measurement NOUN fis-2603 89 66 ( ( PUNCT fis-2603 89 67 eqs.(10,11 eqs.(10,11 PROPN fis-2603 89 68 ) ) PUNCT fis-2603 89 69 ) ) PUNCT fis-2603 89 70 and and CCONJ fis-2603 89 71 rxy rxy VERB fis-2603 89 72 the the DET fis-2603 89 73 pearson pearson PROPN fis-2603 89 74 sample sample NOUN fis-2603 89 75 correlation correlation NOUN fis-2603 89 76 coefficient coefficient NOUN fis-2603 89 77 ( ( PUNCT fis-2603 89 78 given give VERB fis-2603 89 79 by by ADP fis-2603 89 80 eq.(12 eq.(12 NOUN fis-2603 89 81 ) ) PUNCT fis-2603 89 82 ) ) PUNCT fis-2603 89 83 . . PUNCT fis-2603 90 1 the the DET fis-2603 90 2 rxy rxy NOUN fis-2603 90 3 is be AUX fis-2603 90 4 sensitive sensitive ADJ fis-2603 90 5 only only ADV fis-2603 90 6 to to ADP fis-2603 90 7 a a DET fis-2603 90 8 linear linear ADJ fis-2603 90 9 relationship relationship NOUN fis-2603 90 10 between between ADP fis-2603 90 11 two two NUM fis-2603 90 12 variables variable NOUN fis-2603 90 13 ( ( PUNCT fis-2603 90 14 |rxy|≤1 |rxy|≤1 VERB fis-2603 90 15 , , PUNCT fis-2603 90 16 when when SCONJ fis-2603 90 17 rxy=1 rxy=1 NOUN fis-2603 90 18 the the DET fis-2603 90 19 correlation correlation NOUN fis-2603 90 20 is be AUX fis-2603 90 21 a a DET fis-2603 90 22 perfect perfect ADJ fis-2603 90 23 direct direct ADJ fis-2603 90 24 , , PUNCT fis-2603 90 25 i.e. i.e. X fis-2603 90 26 increasing increasing NOUN fis-2603 90 27 ) ) PUNCT fis-2603 90 28 . . PUNCT fis-2603 91 1 moreover moreover ADV fis-2603 91 2 , , PUNCT fis-2603 91 3 an an DET fis-2603 91 4 unbiased unbiased ADJ fis-2603 91 5 estimate estimate NOUN fis-2603 91 6 of of ADP fis-2603 91 7 the the DET fis-2603 91 8 variance variance NOUN fis-2603 91 9 of of ADP fis-2603 91 10 y(x y(x PROPN fis-2603 91 11 ) ) PUNCT fis-2603 91 12 with with ADP fis-2603 91 13 n-2 n-2 NOUN fis-2603 91 14 degrees degree NOUN fis-2603 91 15 of of ADP fis-2603 91 16 freedom freedom NOUN fis-2603 91 17 is be AUX fis-2603 91 18 given give VERB fis-2603 91 19 by by ADP fis-2603 91 20 eq.(13 eq.(13 ADJ fis-2603 91 21 ) ) PUNCT fis-2603 91 22 . . PUNCT fis-2603 92 1 the the DET fis-2603 92 2 standard standard ADJ fis-2603 92 3 error error NOUN fis-2603 92 4 estimators estimator NOUN fis-2603 92 5 seb seb NOUN fis-2603 92 6 and and CCONJ fis-2603 92 7 sea sea NOUN fis-2603 92 8 of of ADP fis-2603 92 9 the the DET fis-2603 92 10 b b PROPN fis-2603 92 11 and and CCONJ fis-2603 92 12 a a DET fis-2603 92 13 regression regression NOUN fis-2603 92 14 coefficients coefficient NOUN fis-2603 92 15 are be AUX fis-2603 92 16 given give VERB fis-2603 92 17 by by ADP fis-2603 92 18 εqs.(14,15 εqs.(14,15 PROPN fis-2603 92 19 ) ) PUNCT fis-2603 92 20 , , PUNCT fis-2603 92 21 respectively respectively ADV fis-2603 92 22 . . PUNCT fis-2603 93 1 some some DET fis-2603 93 2 applications application NOUN fis-2603 93 3 in in ADP fis-2603 93 4 civil civil ADJ fis-2603 93 5 and and CCONJ fis-2603 93 6 geotechnical geotechnical ADJ fis-2603 93 7 engineering engineering NOUN fis-2603 93 8 of of ADP fis-2603 93 9 the the DET fis-2603 93 10 two two NUM fis-2603 93 11 variables variable NOUN fis-2603 93 12 linear linear PROPN fis-2603 93 13 model model NOUN fis-2603 93 14 have have AUX fis-2603 93 15 been be AUX fis-2603 93 16 presented present VERB fis-2603 93 17 by by ADP fis-2603 93 18 baecher baecher PROPN fis-2603 93 19 & & CCONJ fis-2603 93 20 christian christian PROPN fis-2603 94 1 [ [ X fis-2603 94 2 1 1 NUM fis-2603 94 3 ] ] PUNCT fis-2603 94 4 , , PUNCT fis-2603 94 5 pohl pohl PROPN fis-2603 95 1 [ [ X fis-2603 95 2 8 8 NUM fis-2603 95 3 ] ] PUNCT fis-2603 95 4 and and CCONJ fis-2603 95 5 kottegoda kottegoda PROPN fis-2603 95 6 & & CCONJ fis-2603 95 7 rosso rosso PROPN fis-2603 95 8 [ [ X fis-2603 95 9 11 11 NUM fis-2603 95 10 ] ] PUNCT fis-2603 95 11 , , PUNCT fis-2603 95 12 as as ADP fis-2603 95 13 for for ADP fis-2603 95 14 instance instance NOUN fis-2603 95 15 the the DET fis-2603 95 16 case case NOUN fis-2603 95 17 of of ADP fis-2603 95 18 a a DET fis-2603 95 19 variation variation NOUN fis-2603 95 20 with with ADP fis-2603 95 21 depth depth NOUN fis-2603 95 22 . . PUNCT fis-2603 96 1 a a DET fis-2603 96 2 classic classic ADJ fis-2603 96 3 example example NOUN fis-2603 96 4 is be AUX fis-2603 96 5 the the DET fis-2603 96 6 increasing increase VERB fis-2603 96 7 undrained undrained ADJ fis-2603 96 8 shear shear NOUN fis-2603 96 9 strength strength NOUN fis-2603 96 10 with with ADP fis-2603 96 11 depth depth NOUN fis-2603 96 12 . . PUNCT fis-2603 97 1 the the DET fis-2603 97 2 application application NOUN fis-2603 97 3 of of ADP fis-2603 97 4 this this DET fis-2603 97 5 model model NOUN fis-2603 97 6 in in ADP fis-2603 97 7 the the DET fis-2603 97 8 mohr mohr PROPN fis-2603 97 9 – – PUNCT fis-2603 97 10 coulomb coulomb NOUN fis-2603 97 11 strength strength NOUN fis-2603 97 12 failure failure NOUN fis-2603 97 13 criterion criterion NOUN fis-2603 97 14 has have VERB fis-2603 97 15 some some DET fis-2603 97 16 individual individual ADJ fis-2603 97 17 characteristics characteristic NOUN fis-2603 97 18 that that PRON fis-2603 97 19 will will AUX fis-2603 97 20 be be AUX fis-2603 97 21 presented present VERB fis-2603 97 22 later later ADV fis-2603 97 23 . . PUNCT fis-2603 98 1   NOUN fis-2603 98 2 2 2 NOUN fis-2603 98 3 , , PUNCT fis-2603 98 4 1 1 NUM fis-2603 98 5 1 1 NUM fis-2603 98 6 1 1 NUM fis-2603 98 7   NUM fis-2603 98 8   PROPN fis-2603 98 9   PROPN fis-2603 98 10   PROPN fis-2603 98 11   X fis-2603 99 1 n n NOUN fis-2603 99 2 d d NOUN fis-2603 99 3 x x PROPN fis-2603 100 1 i i PRON fis-2603 100 2 i i PRON fis-2603 100 3 s s VERB fis-2603 100 4 x x PUNCT fis-2603 100 5 x x SYM fis-2603 100 6 n n PRON fis-2603 100 7                         SPACE fis-2603 100 8 ( ( PUNCT fis-2603 100 9 10 10 NUM fis-2603 100 10 ) ) PUNCT fis-2603 100 11   NOUN fis-2603 100 12 2 2 NOUN fis-2603 100 13 , , PUNCT fis-2603 100 14 1 1 NUM fis-2603 100 15 1 1 NUM fis-2603 100 16 1 1 NUM fis-2603 100 17   NUM fis-2603 100 18   PROPN fis-2603 100 19   PROPN fis-2603 100 20   PROPN fis-2603 100 21   X fis-2603 101 1 n n PROPN fis-2603 101 2 d d X fis-2603 101 3 y y PROPN fis-2603 102 1 i i PRON fis-2603 102 2 i i PRON fis-2603 102 3 s s VERB fis-2603 102 4 y y VERB fis-2603 102 5 y y PROPN fis-2603 103 1 n n ADV fis-2603 103 2                         SPACE fis-2603 103 3 ( ( PUNCT fis-2603 103 4 11 11 NUM fis-2603 103 5 ) ) PUNCT fis-2603 103 6   NOUN fis-2603 103 7   SYM fis-2603 103 8   NOUN fis-2603 103 9 2 2 NOUN fis-2603 103 10 22 22 NUM fis-2603 103 11 2 2 NUM fis-2603 103 12   NOUN fis-2603 103 13   PROPN fis-2603 103 14   PROPN fis-2603 103 15   ADJ fis-2603 103 16   PROPN fis-2603 103 17   PROPN fis-2603 103 18   PROPN fis-2603 103 19   PROPN fis-2603 103 20   NOUN fis-2603 103 21   PROPN fis-2603 103 22   PROPN fis-2603 103 23   NOUN fis-2603 103 24   PROPN fis-2603 103 25   X fis-2603 103 26   X fis-2603 103 27   X fis-2603 103 28   X fis-2603 103 29   X fis-2603 103 30   X fis-2603 103 31   X fis-2603 104 1 i i PRON fis-2603 104 2 i i PRON fis-2603 105 1 i i PRON fis-2603 106 1 i i PRON fis-2603 106 2 xy xy VERB fis-2603 107 1 i i PRON fis-2603 107 2 i i PRON fis-2603 108 1 i i VERB fis-2603 108 2 i i VERB fis-2603 108 3 n n VERB fis-2603 108 4 x x SYM fis-2603 108 5 y y NOUN fis-2603 108 6 x x SYM fis-2603 108 7 y y NOUN fis-2603 108 8 r r NOUN fis-2603 108 9 n n NOUN fis-2603 108 10 x x NOUN fis-2603 108 11 x x SYM fis-2603 108 12 n n PROPN fis-2603 108 13 y y PROPN fis-2603 108 14 y y PROPN fis-2603 108 15                 SPACE fis-2603 108 16 ( ( PUNCT fis-2603 108 17 12 12 NUM fis-2603 108 18 ) ) PUNCT fis-2603 108 19     SPACE fis-2603 108 20   NOUN fis-2603 108 21   PROPN fis-2603 108 22 2 2 NUM fis-2603 108 23 1 1 NUM fis-2603 108 24 , , PUNCT fis-2603 108 25 1 1 NUM fis-2603 109 1 | | NOUN fis-2603 109 2 2 2 NUM fis-2603 109 3 2 2 NUM fis-2603 109 4   PROPN fis-2603 109 5   NOUN fis-2603 109 6   PROPN fis-2603 109 7   PROPN fis-2603 109 8   PROPN fis-2603 109 9   PROPN fis-2603 109 10   PRON fis-2603 109 11   X fis-2603 110 1 n n CCONJ fis-2603 110 2 i i PRON fis-2603 111 1 i i PRON fis-2603 111 2 dvar dvar VERB fis-2603 111 3 y y PROPN fis-2603 111 4 x x PROPN fis-2603 111 5 s s VERB fis-2603 111 6 n n PRON fis-2603 111 7 s s NOUN fis-2603 111 8 n n PRON fis-2603 111 9 n n PROPN fis-2603 111 10   PROPN fis-2603 111 11 , , PUNCT fis-2603 111 12 ˆˆi ˆˆi INTJ fis-2603 111 13 i i PRON fis-2603 111 14 iy iy PROPN fis-2603 112 1 a a DET fis-2603 112 2 bx bx NUM fis-2603 112 3   NUM fis-2603 112 4   PROPN fis-2603 112 5   NOUN fis-2603 112 6             SPACE fis-2603 112 7 ( ( PUNCT fis-2603 112 8 13 13 NUM fis-2603 112 9 ) ) PUNCT fis-2603 112 10 g. g. NOUN fis-2603 112 11 belokas belokas PROPN fis-2603 112 12 , , PUNCT fis-2603 112 13 frattura frattura PROPN fis-2603 112 14 ed ed PROPN fis-2603 112 15 integrità integrità PROPN fis-2603 112 16 strutturale strutturale PROPN fis-2603 112 17 , , PUNCT fis-2603 112 18 50 50 NUM fis-2603 112 19 ( ( PUNCT fis-2603 112 20 2019 2019 NUM fis-2603 112 21 ) ) PUNCT fis-2603 112 22 354 354 NUM fis-2603 112 23 - - SYM fis-2603 112 24 369 369 NUM fis-2603 112 25 ; ; PUNCT fis-2603 112 26 doi doi NOUN fis-2603 112 27 : : PUNCT fis-2603 112 28 10.3221 10.3221 NUM fis-2603 112 29 / / SYM fis-2603 112 30 igf igf PROPN fis-2603 112 31 - - PUNCT fis-2603 112 32 esis.50.30 esis.50.30 PROPN fis-2603 112 33 358 358 NUM fis-2603 112 34   NOUN fis-2603 112 35   SYM fis-2603 112 36   NOUN fis-2603 112 37   NOUN fis-2603 112 38 2 2 NUM fis-2603 112 39 1 1 NUM fis-2603 112 40 2 2 NUM fis-2603 112 41 2 2 NUM fis-2603 112 42 1 1 NUM fis-2603 112 43 1 1 NUM fis-2603 112 44 var var NOUN fis-2603 112 45 ( ( PUNCT fis-2603 112 46 | | ADV fis-2603 112 47 ) ) PUNCT fis-2603 112 48 1 1 NUM fis-2603 112 49 2 2 NUM fis-2603 112 50   NUM fis-2603 112 51   NOUN fis-2603 112 52   NOUN fis-2603 112 53   PRON fis-2603 112 54   NUM fis-2603 112 55   NOUN fis-2603 112 56   X fis-2603 112 57   X fis-2603 112 58   X fis-2603 112 59   X fis-2603 112 60 n n CCONJ fis-2603 113 1 i i PRON fis-2603 113 2 i i PROPN fis-2603 113 3 b b PROPN fis-2603 113 4 n n CCONJ fis-2603 113 5 n n ADV fis-2603 114 1 i i PRON fis-2603 114 2 i i PRON fis-2603 115 1 i i PRON fis-2603 116 1 i i VERB fis-2603 116 2 x x VERB fis-2603 116 3 y y PROPN fis-2603 116 4 se se PROPN fis-2603 116 5 n n X fis-2603 116 6 x x PUNCT fis-2603 116 7 x x PUNCT fis-2603 116 8 x x SYM fis-2603 116 9 x x SYM fis-2603 116 10   NOUN fis-2603 116 11             SPACE fis-2603 116 12 ( ( PUNCT fis-2603 116 13 14 14 NUM fis-2603 116 14 ) ) PUNCT fis-2603 116 15   NOUN fis-2603 116 16   SYM fis-2603 116 17   NOUN fis-2603 117 1   NOUN fis-2603 117 2 2 2 NUM fis-2603 117 3 2 2 NUM fis-2603 117 4 2 2 NUM fis-2603 117 5 1 1 NUM fis-2603 117 6 2 2 NUM fis-2603 117 7 1 1 NUM fis-2603 117 8 1 1 NUM fis-2603 117 9 1 1 NUM fis-2603 117 10 1 1 NUM fis-2603 117 11 1 1 NUM fis-2603 117 12 2 2 NUM fis-2603 117 13   NUM fis-2603 117 14   NOUN fis-2603 117 15   NUM fis-2603 118 1   NUM fis-2603 118 2   NOUN fis-2603 118 3   NOUN fis-2603 119 1   PROPN fis-2603 120 1   PROPN fis-2603 120 2   PROPN fis-2603 120 3   NOUN fis-2603 120 4   PROPN fis-2603 120 5   NOUN fis-2603 120 6   VERB fis-2603 120 7   X fis-2603 120 8   X fis-2603 120 9   X fis-2603 120 10   X fis-2603 120 11 n n CCONJ fis-2603 120 12 in in ADP fis-2603 120 13 n n PRON fis-2603 120 14 i i PRON fis-2603 120 15 a a PRON fis-2603 120 16 b b NOUN fis-2603 121 1 i i PRON fis-2603 121 2 i i PRON fis-2603 121 3 n n VERB fis-2603 122 1 i i PRON fis-2603 122 2 i i PRON fis-2603 123 1 i i PRON fis-2603 123 2 i i VERB fis-2603 123 3 x x X fis-2603 123 4 se se X fis-2603 123 5 se se X fis-2603 123 6 x x PROPN fis-2603 123 7 n n CCONJ fis-2603 123 8 n n CCONJ fis-2603 123 9 n n NOUN fis-2603 123 10 x x SYM fis-2603 123 11 x x X fis-2603 123 12   NOUN fis-2603 123 13             SPACE fis-2603 123 14 ( ( PUNCT fis-2603 123 15 15 15 X fis-2603 123 16 ) ) PUNCT fis-2603 123 17 statistical statistical ADJ fis-2603 123 18 measures measure NOUN fis-2603 123 19 for for ADP fis-2603 123 20 the the DET fis-2603 123 21 direct direct ADJ fis-2603 123 22 shear shear NOUN fis-2603 123 23 test test NOUN fis-2603 123 24 – – PUNCT fis-2603 123 25 two two NUM fis-2603 123 26 variables variable NOUN fis-2603 123 27 model model VERB fis-2603 123 28 he he PRON fis-2603 123 29 direct direct ADJ fis-2603 123 30 shear shear NOUN fis-2603 123 31 test test NOUN fis-2603 123 32 gives give VERB fis-2603 123 33 a a DET fis-2603 123 34 direct direct ADJ fis-2603 123 35 determination determination NOUN fis-2603 123 36 of of ADP fis-2603 123 37 c c PROPN fis-2603 123 38 and and CCONJ fis-2603 123 39 tanφ tanφ PROPN fis-2603 123 40 of of ADP fis-2603 123 41 the the DET fis-2603 123 42 linear linear PROPN fis-2603 123 43 mohr mohr PROPN fis-2603 123 44 – – PUNCT fis-2603 123 45 coulomb coulomb NOUN fis-2603 123 46 criterion criterion NOUN fis-2603 123 47 ( ( PUNCT fis-2603 123 48 eq.(5 eq.(5 NOUN fis-2603 123 49 ) ) PUNCT fis-2603 123 50 ) ) PUNCT fis-2603 123 51 , , PUNCT fis-2603 123 52 with with ADP fis-2603 123 53 σn σn NOUN fis-2603 123 54 = = NOUN fis-2603 123 55 x x X fis-2603 123 56 and and CCONJ fis-2603 123 57 τ τ PROPN fis-2603 123 58 = = NOUN fis-2603 123 59 y. y. NOUN fis-2603 123 60 for for ADP fis-2603 123 61 this this DET fis-2603 123 62 occasion occasion NOUN fis-2603 123 63 : : PUNCT fis-2603 123 64 a a X fis-2603 123 65 ) ) PUNCT fis-2603 123 66 the the DET fis-2603 123 67 best good ADJ fis-2603 123 68 estimates estimate NOUN fis-2603 123 69 of of ADP fis-2603 123 70 the the DET fis-2603 123 71 mean mean NOUN fis-2603 123 72 are be AUX fis-2603 123 73 cm cm NOUN fis-2603 123 74 = = NOUN fis-2603 123 75 am am NOUN fis-2603 123 76 and and CCONJ fis-2603 123 77 ( ( PUNCT fis-2603 123 78 tanφ)m tanφ)m PUNCT fis-2603 124 1 = = NOUN fis-2603 124 2 bm bm PROPN fis-2603 124 3 given give VERB fis-2603 124 4 by by ADP fis-2603 124 5 eqs.(9,8 eqs.(9,8 VERB fis-2603 124 6 ) ) PUNCT fis-2603 124 7 , , PUNCT fis-2603 124 8 respectively respectively ADV fis-2603 124 9 ( ( PUNCT fis-2603 124 10 with with ADP fis-2603 124 11 xi xi NOUN fis-2603 124 12 = = NOUN fis-2603 124 13 σni σni NOUN fis-2603 124 14 and and CCONJ fis-2603 124 15 yi yi NOUN fis-2603 124 16 = = NOUN fis-2603 124 17 τi τi VERB fis-2603 124 18 being be AUX fis-2603 124 19 the the DET fis-2603 124 20 data data NOUN fis-2603 124 21 measurements measurement NOUN fis-2603 124 22 ) ) PUNCT fis-2603 124 23 and and CCONJ fis-2603 124 24 b b X fis-2603 124 25 ) ) PUNCT fis-2603 124 26 the the DET fis-2603 124 27 standards standard NOUN fis-2603 124 28 error error NOUN fis-2603 124 29 estimators estimator NOUN fis-2603 124 30 se(tanφ)=seb se(tanφ)=seb PUNCT fis-2603 124 31 and and CCONJ fis-2603 124 32 sec sec PROPN fis-2603 124 33 = = PROPN fis-2603 124 34 sea sea NOUN fis-2603 124 35 are be AUX fis-2603 124 36 given give VERB fis-2603 124 37 by by ADP fis-2603 124 38 εqs.(14,15 εqs.(14,15 PROPN fis-2603 124 39 ) ) PUNCT fis-2603 124 40 . . PUNCT fis-2603 125 1 concerning concern VERB fis-2603 125 2 the the DET fis-2603 125 3 confidence confidence NOUN fis-2603 125 4 intervals interval NOUN fis-2603 125 5 of of ADP fis-2603 125 6 the the DET fis-2603 125 7 linear linear ADJ fis-2603 125 8 regression regression NOUN fis-2603 125 9 coefficients coefficient NOUN fis-2603 125 10 estimators estimator NOUN fis-2603 125 11 , , PUNCT fis-2603 125 12 the the DET fis-2603 125 13 standard standard ADJ fis-2603 125 14 method method NOUN fis-2603 125 15 relies rely VERB fis-2603 125 16 on on ADP fis-2603 125 17 the the DET fis-2603 125 18 normality normality NOUN fis-2603 125 19 assumption assumption NOUN fis-2603 125 20 , , PUNCT fis-2603 125 21 which which PRON fis-2603 125 22 is be AUX fis-2603 125 23 justified justify VERB fis-2603 125 24 if if SCONJ fis-2603 125 25 either either ADV fis-2603 125 26 : : PUNCT fis-2603 125 27 a a X fis-2603 125 28 ) ) PUNCT fis-2603 125 29 the the DET fis-2603 125 30 errors error NOUN fis-2603 125 31 in in ADP fis-2603 125 32 the the DET fis-2603 125 33 regression regression NOUN fis-2603 125 34 are be AUX fis-2603 125 35 normally normally ADV fis-2603 125 36 distributed distribute VERB fis-2603 125 37 ( ( PUNCT fis-2603 125 38 this this PRON fis-2603 125 39 leads lead VERB fis-2603 125 40 to to ADP fis-2603 125 41 a a DET fis-2603 125 42 t t NOUN fis-2603 125 43 - - PUNCT fis-2603 125 44 statistic statistic NOUN fis-2603 125 45 ) ) PUNCT fis-2603 125 46 or or CCONJ fis-2603 125 47 b b X fis-2603 125 48 ) ) PUNCT fis-2603 125 49 the the DET fis-2603 125 50 number number NOUN fis-2603 125 51 of of ADP fis-2603 125 52 observations observation NOUN fis-2603 125 53 n n CCONJ fis-2603 125 54 is be AUX fis-2603 125 55 sufficiently sufficiently ADV fis-2603 125 56 large large ADJ fis-2603 125 57 ( ( PUNCT fis-2603 125 58 in in ADP fis-2603 125 59 this this DET fis-2603 125 60 case case NOUN fis-2603 125 61 the the DET fis-2603 125 62 estimator estimator NOUN fis-2603 125 63 is be AUX fis-2603 125 64 approximately approximately ADV fis-2603 125 65 normally normally ADV fis-2603 125 66 distributed distribute VERB fis-2603 125 67 ) ) PUNCT fis-2603 125 68 . . PUNCT fis-2603 126 1 applying apply VERB fis-2603 126 2 a a DET fis-2603 126 3 statistical statistical ADJ fis-2603 126 4 t t NOUN fis-2603 126 5 - - PUNCT fis-2603 126 6 test test NOUN fis-2603 126 7 , , PUNCT fis-2603 126 8 the the DET fis-2603 126 9 linear linear ADJ fis-2603 126 10 regression regression NOUN fis-2603 126 11 random random ADJ fis-2603 126 12 variables variable NOUN fis-2603 126 13 follow follow VERB fis-2603 126 14 a a DET fis-2603 126 15 student student NOUN fis-2603 126 16 ’s ’s PART fis-2603 126 17 t t NOUN fis-2603 126 18 - - PUNCT fis-2603 126 19 distribution distribution NOUN fis-2603 126 20 with with ADP fis-2603 126 21 n-2 n-2 NOUN fis-2603 126 22 degrees degree NOUN fis-2603 126 23 of of ADP fis-2603 126 24 freedom freedom NOUN fis-2603 126 25 ( ( PUNCT fis-2603 126 26 dof dof NOUN fis-2603 126 27 ) ) PUNCT fis-2603 126 28 , , PUNCT fis-2603 126 29 i.e. i.e. X fis-2603 126 30 tc=(cm tc=(cm NUM fis-2603 126 31 – – PUNCT fis-2603 126 32 c)/sec c)/sec PROPN fis-2603 126 33 ~ ~ PUNCT fis-2603 126 34 tn-2 tn-2 NUM fis-2603 126 35 , , PUNCT fis-2603 126 36 t(tanφ)=[(tanφ)m t(tanφ)=[(tanφ)m NOUN fis-2603 126 37 – – PUNCT fis-2603 126 38 tanφ)/se(tanφ tanφ)/se(tanφ X fis-2603 126 39 ) ) PUNCT fis-2603 126 40 ~ ~ PUNCT fis-2603 126 41 tn-2 tn-2 X fis-2603 126 42 , , PUNCT fis-2603 126 43 where where SCONJ fis-2603 126 44 c c PROPN fis-2603 126 45 and and CCONJ fis-2603 126 46 tanφ tanφ PROPN fis-2603 126 47 represent represent VERB fis-2603 126 48 the the DET fis-2603 126 49 true true ADJ fis-2603 126 50 mean mean NOUN fis-2603 126 51 values value NOUN fis-2603 126 52 ( ( PUNCT fis-2603 126 53 or or CCONJ fis-2603 126 54 population population NOUN fis-2603 126 55 mean mean VERB fis-2603 126 56 values value NOUN fis-2603 126 57 ) ) PUNCT fis-2603 126 58 . . PUNCT fis-2603 127 1 the the DET fis-2603 127 2 t t PROPN fis-2603 127 3 - - PUNCT fis-2603 127 4 test test NOUN fis-2603 127 5 includes include VERB fis-2603 127 6 the the DET fis-2603 127 7 assumptions assumption NOUN fis-2603 127 8 that that SCONJ fis-2603 127 9 the the DET fis-2603 127 10 sample sample NOUN fis-2603 127 11 is be AUX fis-2603 127 12 representative representative ADJ fis-2603 127 13 of of ADP fis-2603 127 14 a a DET fis-2603 127 15 specific specific ADJ fis-2603 127 16 soil soil NOUN fis-2603 127 17 unit unit NOUN fis-2603 127 18 , , PUNCT fis-2603 127 19 the the DET fis-2603 127 20 observations observation NOUN fis-2603 127 21 are be AUX fis-2603 127 22 independent independent ADJ fis-2603 127 23 , , PUNCT fis-2603 127 24 while while SCONJ fis-2603 127 25 the the DET fis-2603 127 26 variation variation NOUN fis-2603 127 27 of of ADP fis-2603 127 28 x x NOUN fis-2603 127 29 = = NOUN fis-2603 127 30 σn σn NOUN fis-2603 127 31 depends depend VERB fis-2603 127 32 only only ADV fis-2603 127 33 on on ADP fis-2603 127 34 the the DET fis-2603 127 35 uncertainty uncertainty NOUN fis-2603 127 36 of of ADP fis-2603 127 37 the the DET fis-2603 127 38 laboratory laboratory NOUN fis-2603 127 39 measurement measurement NOUN fis-2603 127 40 . . PUNCT fis-2603 128 1 the the DET fis-2603 128 2 σn σn PROPN fis-2603 128 3 variation variation NOUN fis-2603 128 4 has have VERB fis-2603 128 5 a a DET fis-2603 128 6 negligible negligible ADJ fis-2603 128 7 influence influence NOUN fis-2603 128 8 on on ADP fis-2603 128 9 the the DET fis-2603 128 10 total total ADJ fis-2603 128 11 uncertainty uncertainty NOUN fis-2603 128 12 . . PUNCT fis-2603 129 1 ignoring ignore VERB fis-2603 129 2 the the DET fis-2603 129 3 influence influence NOUN fis-2603 129 4 of of ADP fis-2603 129 5 sampling sample VERB fis-2603 129 6 disturbance disturbance NOUN fis-2603 129 7 and and CCONJ fis-2603 129 8 spatial spatial ADJ fis-2603 129 9 variability variability NOUN fis-2603 129 10 , , PUNCT fis-2603 129 11 the the DET fis-2603 129 12 characteristic characteristic ADJ fis-2603 129 13 values value NOUN fis-2603 129 14 of of ADP fis-2603 129 15 cohesion cohesion NOUN fis-2603 129 16 , , PUNCT fis-2603 129 17 ck ck ADJ fis-2603 129 18 , , PUNCT fis-2603 129 19 and and CCONJ fis-2603 129 20 angle angle NOUN fis-2603 129 21 of of ADP fis-2603 129 22 shearing shearing NOUN fis-2603 129 23 resistance resistance NOUN fis-2603 129 24 , , PUNCT fis-2603 129 25 ( ( PUNCT fis-2603 129 26 tanφ)k tanφ)k X fis-2603 129 27 are be AUX fis-2603 129 28 given give VERB fis-2603 129 29 by by ADP fis-2603 129 30 eqs.(16,17 eqs.(16,17 PROPN fis-2603 129 31 ) ) PUNCT fis-2603 129 32 and and CCONJ fis-2603 129 33 their their PRON fis-2603 129 34 standard standard ADJ fis-2603 129 35 errors error NOUN fis-2603 129 36 by by ADP fis-2603 129 37 eqs.(14,15 eqs.(14,15 NOUN fis-2603 129 38 ) ) PUNCT fis-2603 129 39 , , PUNCT fis-2603 129 40 respectively respectively ADV fis-2603 129 41 . . PUNCT fis-2603 130 1 the the DET fis-2603 130 2 best good ADJ fis-2603 130 3 estimates estimate NOUN fis-2603 130 4 and and CCONJ fis-2603 130 5 their their PRON fis-2603 130 6 standard standard ADJ fis-2603 130 7 errors error NOUN fis-2603 130 8 can can AUX fis-2603 130 9 be be AUX fis-2603 130 10 used use VERB fis-2603 130 11 for for ADP fis-2603 130 12 probabilistic probabilistic ADJ fis-2603 130 13 analyses analysis NOUN fis-2603 130 14 , , PUNCT fis-2603 130 15 by by ADP fis-2603 130 16 incorporating incorporate VERB fis-2603 130 17 the the DET fis-2603 130 18 standard standard ADJ fis-2603 130 19 errors error NOUN fis-2603 130 20 as as ADP fis-2603 130 21 quantitative quantitative ADJ fis-2603 130 22 measures measure NOUN fis-2603 130 23 of of ADP fis-2603 130 24 the the DET fis-2603 130 25 corresponding correspond VERB fis-2603 130 26 uncertainties uncertainty NOUN fis-2603 130 27 ( ( PUNCT fis-2603 130 28 uc uc NOUN fis-2603 130 29 = = NOUN fis-2603 130 30 setanφ setanφ NOUN fis-2603 130 31 = = NOUN fis-2603 130 32 sd sd NOUN fis-2603 130 33 , , PUNCT fis-2603 130 34 tanφ tanφ X fis-2603 130 35 / / SYM fis-2603 130 36 n0.5 n0.5 NUM fis-2603 130 37 and and CCONJ fis-2603 130 38 utanφ utanφ VERB fis-2603 130 39 = = NOUN fis-2603 130 40 setanφ setanφ NOUN fis-2603 130 41 = = NOUN fis-2603 130 42 sd sd NOUN fis-2603 130 43 , , PUNCT fis-2603 130 44 tanφ tanφ X fis-2603 130 45 / / SYM fis-2603 130 46 n0.5 n0.5 PROPN fis-2603 130 47 ) ) PUNCT fis-2603 130 48 . . PUNCT fis-2603 131 1 , , PUNCT fis-2603 131 2 2 2 NUM fis-2603 131 3 k k VERB fis-2603 131 4 m m VERB fis-2603 131 5 p p NOUN fis-2603 131 6 n n ADJ fis-2603 131 7 cc cc PROPN fis-2603 131 8 c c PROPN fis-2603 131 9 t t PROPN fis-2603 131 10 se se X fis-2603 131 11 ( ( PUNCT fis-2603 131 12 16 16 NUM fis-2603 131 13 ) ) PUNCT fis-2603 131 14   NOUN fis-2603 131 15   SYM fis-2603 131 16   NOUN fis-2603 131 17   PROPN fis-2603 131 18 , , PUNCT fis-2603 131 19 2 2 NUM fis-2603 131 20 ( ( PUNCT fis-2603 131 21 tan tan PROPN fis-2603 131 22 ) ) PUNCT fis-2603 131 23 tan tan PROPN fis-2603 131 24 tan tan PROPN fis-2603 131 25   PROPN fis-2603 131 26   PROPN fis-2603 131 27 p p PROPN fis-2603 132 1 nk nk PROPN fis-2603 132 2 m m PROPN fis-2603 132 3 t t PROPN fis-2603 132 4 se se X fis-2603 132 5   PROPN fis-2603 132 6   PROPN fis-2603 132 7 ( ( PUNCT fis-2603 132 8 17 17 NUM fis-2603 132 9 ) ) PUNCT fis-2603 132 10 eqs.(16,17 eqs.(16,17 NOUN fis-2603 132 11 ) ) PUNCT fis-2603 132 12 may may AUX fis-2603 132 13 be be AUX fis-2603 132 14 used use VERB fis-2603 132 15 to to PART fis-2603 132 16 give give VERB fis-2603 132 17 the the DET fis-2603 132 18 characteristic characteristic ADJ fis-2603 132 19 mohr mohr PROPN fis-2603 132 20 – – PUNCT fis-2603 132 21 coulomb coulomb NOUN fis-2603 132 22 failure failure NOUN fis-2603 132 23 envelope envelope NOUN fis-2603 132 24 : : PUNCT fis-2603 132 25 τ τ X fis-2603 132 26 = = NOUN fis-2603 132 27 ck+σn(tanφ)k ck+σn(tanφ)k PROPN fis-2603 132 28 . . PUNCT fis-2603 133 1 alternatively alternatively ADV fis-2603 133 2 , , PUNCT fis-2603 133 3 an an DET fis-2603 133 4 estimate estimate NOUN fis-2603 133 5 of of ADP fis-2603 133 6 the the DET fis-2603 133 7 characteristic characteristic ADJ fis-2603 133 8 failure failure NOUN fis-2603 133 9 envelope envelope NOUN fis-2603 133 10 ( ( PUNCT fis-2603 133 11 see see VERB fis-2603 133 12 also also ADV fis-2603 133 13 [ [ X fis-2603 133 14 1,11 1,11 NOUN fis-2603 133 15 ] ] X fis-2603 133 16 ) ) PUNCT fis-2603 133 17 can can AUX fis-2603 133 18 be be AUX fis-2603 133 19 obtained obtain VERB fis-2603 133 20 by by ADP fis-2603 133 21 incorporating incorporate VERB fis-2603 133 22 the the DET fis-2603 133 23 shear shear NOUN fis-2603 133 24 stress stress NOUN fis-2603 133 25 estimates estimate NOUN fis-2603 133 26 for for ADP fis-2603 133 27 a a DET fis-2603 133 28 specific specific ADJ fis-2603 133 29 probability probability NOUN fis-2603 133 30 ( ( PUNCT fis-2603 133 31 given give VERB fis-2603 133 32 by by ADP fis-2603 133 33 eq.(18 eq.(18 NOUN fis-2603 133 34 ) ) PUNCT fis-2603 133 35 ) ) PUNCT fis-2603 133 36 . . PUNCT fis-2603 134 1 the the DET fis-2603 134 2 resulting result VERB fis-2603 134 3 from from ADP fis-2603 134 4 eq.(18 eq.(18 NOUN fis-2603 134 5 ) ) PUNCT fis-2603 134 6 failure failure NOUN fis-2603 134 7 envelope envelope NOUN fis-2603 134 8 is be AUX fis-2603 134 9 non non ADJ fis-2603 134 10 - - ADJ fis-2603 134 11 linear linear ADJ fis-2603 134 12 and and CCONJ fis-2603 134 13 needs need VERB fis-2603 134 14 to to PART fis-2603 134 15 be be AUX fis-2603 134 16 approximated approximate VERB fis-2603 134 17 by by ADP fis-2603 134 18 a a DET fis-2603 134 19 linear linear ADJ fis-2603 134 20 regression regression NOUN fis-2603 134 21 to to PART fis-2603 134 22 get get VERB fis-2603 134 23 the the DET fis-2603 134 24 characteristic characteristic ADJ fis-2603 134 25 values value NOUN fis-2603 134 26 of of ADP fis-2603 134 27 the the DET fis-2603 134 28 mohr mohr PROPN fis-2603 134 29 – – PUNCT fis-2603 134 30 coulomb coulomb NOUN fis-2603 134 31 failure failure NOUN fis-2603 134 32 criterion criterion NOUN fis-2603 134 33 parameters parameter NOUN fis-2603 134 34 . . PUNCT fis-2603 135 1   NOUN fis-2603 135 2   PUNCT fis-2603 135 3   NOUN fis-2603 135 4   SYM fis-2603 135 5   NOUN fis-2603 135 6   PUNCT fis-2603 135 7   NOUN fis-2603 135 8   NOUN fis-2603 135 9 2 2 NUM fis-2603 135 10 2 2 NUM fis-2603 135 11 2 2 NUM fis-2603 135 12 2 2 NUM fis-2603 135 13 1 1 NUM fis-2603 135 14 1 1 NUM fis-2603 135 15 1 1 NUM fis-2603 135 16 1 1 NUM fis-2603 135 17 tan tan NOUN fis-2603 135 18 2 2 NUM fis-2603 135 19   NUM fis-2603 136 1   NUM fis-2603 136 2   PROPN fis-2603 136 3   NOUN fis-2603 136 4   NOUN fis-2603 136 5   X fis-2603 136 6   PROPN fis-2603 136 7   PROPN fis-2603 136 8   X fis-2603 136 9   PROPN fis-2603 136 10   NOUN fis-2603 137 1   PROPN fis-2603 137 2   PROPN fis-2603 137 3   X fis-2603 137 4   NOUN fis-2603 137 5   NOUN fis-2603 137 6   NOUN fis-2603 137 7   PROPN fis-2603 137 8   PROPN fis-2603 137 9   PROPN fis-2603 137 10   X fis-2603 137 11   X fis-2603 137 12 n n CCONJ fis-2603 137 13 n n PRON fis-2603 137 14 m m VERB fis-2603 137 15 n n VERB fis-2603 137 16 n n PRON fis-2603 137 17 j j PROPN fis-2603 137 18 nm nm INTJ fis-2603 137 19 j j PROPN fis-2603 138 1 i i PRON fis-2603 138 2 i i VERB fis-2603 138 3 x x X fis-2603 139 1 τ τ X fis-2603 139 2 c c NOUN fis-2603 139 3 t t PROPN fis-2603 139 4 n n CCONJ fis-2603 139 5 n n NOUN fis-2603 139 6 x x SYM fis-2603 139 7 x x X fis-2603 139 8   X fis-2603 139 9   X fis-2603 139 10   ADJ fis-2603 139 11   PROPN fis-2603 139 12 ( ( PUNCT fis-2603 139 13 18 18 NUM fis-2603 139 14 ) ) PUNCT fis-2603 139 15 table table NOUN fis-2603 139 16 1 1 NUM fis-2603 139 17 shows show VERB fis-2603 139 18 a a DET fis-2603 139 19 fictional fictional ADJ fis-2603 139 20 example example NOUN fis-2603 139 21 for for ADP fis-2603 139 22 the the DET fis-2603 139 23 application application NOUN fis-2603 139 24 of of ADP fis-2603 139 25 the the DET fis-2603 139 26 abovementioned abovementione VERB fis-2603 139 27 relationships relationship NOUN fis-2603 139 28 for for ADP fis-2603 139 29 a a DET fis-2603 139 30 direct direct ADJ fis-2603 139 31 shear shear NOUN fis-2603 139 32 test test NOUN fis-2603 139 33 . . PUNCT fis-2603 140 1 typically typically ADV fis-2603 140 2 , , PUNCT fis-2603 140 3 three three NUM fis-2603 140 4 specimens specimen NOUN fis-2603 140 5 are be AUX fis-2603 140 6 obtained obtain VERB fis-2603 140 7 from from ADP fis-2603 140 8 each each DET fis-2603 140 9 sample sample NOUN fis-2603 140 10 , , PUNCT fis-2603 140 11 which which DET fis-2603 140 12 sample sample NOUN fis-2603 140 13 corresponds correspond VERB fis-2603 140 14 to to ADP fis-2603 140 15 a a DET fis-2603 140 16 specific specific ADJ fis-2603 140 17 depth depth NOUN fis-2603 140 18 and and CCONJ fis-2603 140 19 location location NOUN fis-2603 140 20 . . PUNCT fis-2603 141 1 applying apply VERB fis-2603 141 2 eqs eqs PROPN fis-2603 141 3 . . PUNCT fis-2603 142 1 ( ( PUNCT fis-2603 142 2 8,9 8,9 NUM fis-2603 142 3 ) ) PUNCT fis-2603 142 4 we we PRON fis-2603 142 5 obtain obtain VERB fis-2603 142 6 the the DET fis-2603 142 7 best good ADJ fis-2603 142 8 estimates estimate NOUN fis-2603 142 9 of of ADP fis-2603 142 10 strength strength NOUN fis-2603 142 11 parameters parameter NOUN fis-2603 142 12 and and CCONJ fis-2603 142 13 their their PRON fis-2603 142 14 corresponding correspond VERB fis-2603 142 15 uncertainties uncertainty NOUN fis-2603 142 16 respectively respectively ADV fis-2603 142 17 : : PUNCT fis-2603 142 18 cm=23.95 cm=23.95 PROPN fis-2603 142 19 kpa kpa PROPN fis-2603 142 20 , , PUNCT fis-2603 142 21 ( ( PUNCT fis-2603 142 22 tanφ)m=0.37950 tanφ)m=0.37950 PROPN fis-2603 142 23 ( ( PUNCT fis-2603 142 24 i.e. i.e. X fis-2603 142 25 φm=20.8ο φm=20.8ο NOUN fis-2603 142 26 ) ) PUNCT fis-2603 142 27 sec sec PROPN fis-2603 142 28 = = PROPN fis-2603 142 29 uc=5.3 uc=5.3 ADJ fis-2603 142 30 kpa kpa PROPN fis-2603 142 31 and and CCONJ fis-2603 142 32 setanφ setanφ NOUN fis-2603 142 33 = = NOUN fis-2603 142 34 utanφ=0.01561 utanφ=0.01561 NOUN fis-2603 142 35 . . PUNCT fis-2603 143 1 applying apply VERB fis-2603 143 2 eqs.(16,17 eqs.(16,17 NOUN fis-2603 143 3 ) ) PUNCT fis-2603 143 4 for for ADP fis-2603 143 5 a a DET fis-2603 143 6 probability probability NOUN fis-2603 143 7 p=5 p=5 NOUN fis-2603 143 8 % % NOUN fis-2603 143 9 we we PRON fis-2603 143 10 get get VERB fis-2603 143 11 the the DET fis-2603 143 12 following follow VERB fis-2603 143 13 characteristic characteristic ADJ fis-2603 143 14 values value NOUN fis-2603 143 15 : : PUNCT fis-2603 143 16 ck1=14.5 ck1=14.5 PROPN fis-2603 143 17 kpa kpa PROPN fis-2603 143 18 and and CCONJ fis-2603 143 19 ( ( PUNCT fis-2603 143 20 tanφ)k1=0.35186 tanφ)k1=0.35186 PROPN fis-2603 143 21 ( ( PUNCT fis-2603 143 22 see see VERB fis-2603 143 23 fig.3 fig.3 PROPN fis-2603 143 24 , , PUNCT fis-2603 143 25 characteristic characteristic ADJ fis-2603 143 26 1 1 NUM fis-2603 143 27 ) ) PUNCT fis-2603 143 28 . . PUNCT fis-2603 144 1 applying apply VERB fis-2603 144 2 a a DET fis-2603 144 3 linear linear ADJ fis-2603 144 4 regression regression NOUN fis-2603 144 5 on on ADP fis-2603 144 6 the the DET fis-2603 144 7 characteristic characteristic ADJ fis-2603 144 8 envelope envelope NOUN fis-2603 144 9 derived derive VERB fis-2603 144 10 from from ADP fis-2603 144 11 eq.(18 eq.(18 NOUN fis-2603 144 12 ) ) PUNCT fis-2603 144 13 we we PRON fis-2603 144 14 get get VERB fis-2603 144 15 the the DET fis-2603 144 16 following follow VERB fis-2603 144 17 characteristic characteristic ADJ fis-2603 144 18 values value NOUN fis-2603 144 19 : : PUNCT fis-2603 144 20 ck2=16.50 ck2=16.50 PROPN fis-2603 144 21 kpa kpa PROPN fis-2603 144 22 and and CCONJ fis-2603 144 23 ( ( PUNCT fis-2603 144 24 tanφ)k2= tanφ)k2= PROPN fis-2603 144 25 0.38500 0.38500 NUM fis-2603 144 26 ( ( PUNCT fis-2603 144 27 see see VERB fis-2603 144 28 fig.3 fig.3 PROPN fis-2603 144 29 , , PUNCT fis-2603 144 30 characteristic characteristic ADJ fis-2603 144 31 2 2 NUM fis-2603 144 32 ) ) PUNCT fis-2603 144 33 , , PUNCT fis-2603 144 34 which which PRON fis-2603 144 35 is be AUX fis-2603 144 36 less less ADV fis-2603 144 37 conservative conservative ADJ fis-2603 144 38 than than ADP fis-2603 144 39 the the DET fis-2603 144 40 characteristic characteristic ADJ fis-2603 144 41 1 1 NUM fis-2603 145 1 . . PUNCT fis-2603 145 2 t t PROPN fis-2603 145 3 g. g. PROPN fis-2603 145 4 belokas belokas PROPN fis-2603 145 5 , , PUNCT fis-2603 145 6 frattura frattura PROPN fis-2603 145 7 ed ed PROPN fis-2603 145 8 integrità integrità PROPN fis-2603 145 9 strutturale strutturale PROPN fis-2603 145 10 , , PUNCT fis-2603 145 11 50 50 NUM fis-2603 145 12 ( ( PUNCT fis-2603 145 13 2019 2019 NUM fis-2603 145 14 ) ) PUNCT fis-2603 145 15 354 354 NUM fis-2603 145 16 - - SYM fis-2603 145 17 369 369 NUM fis-2603 145 18 ; ; PUNCT fis-2603 145 19 doi doi NOUN fis-2603 145 20 : : PUNCT fis-2603 145 21 10.3221 10.3221 NUM fis-2603 145 22 / / SYM fis-2603 145 23 igf igf PROPN fis-2603 145 24 - - PUNCT fis-2603 145 25 esis.50.30 esis.50.30 PROPN fis-2603 145 26 359 359 NUM fis-2603 145 27 sample sample NOUN fis-2603 145 28 1 1 NUM fis-2603 145 29 2 2 NUM fis-2603 145 30 3 3 NUM fis-2603 145 31 4 4 NUM fis-2603 145 32 5 5 NUM fis-2603 145 33 specimen speciman NOUN fis-2603 146 1 1.1 1.1 NUM fis-2603 146 2 1.2 1.2 NUM fis-2603 146 3 1.3 1.3 NUM fis-2603 146 4 2.1 2.1 NUM fis-2603 146 5 2.2 2.2 NUM fis-2603 146 6 2.3 2.3 NUM fis-2603 146 7 3.1 3.1 NUM fis-2603 146 8 3.2 3.2 NUM fis-2603 146 9 3.3 3.3 NUM fis-2603 146 10 4.1 4.1 NUM fis-2603 146 11 4.2 4.2 NUM fis-2603 146 12 4.3 4.3 NUM fis-2603 146 13 5.1 5.1 NUM fis-2603 146 14 5.2 5.2 NUM fis-2603 146 15 5.1 5.1 NUM fis-2603 146 16 σn σn NOUN fis-2603 146 17 ( ( PUNCT fis-2603 146 18 kpa kpa PROPN fis-2603 146 19 ) ) PUNCT fis-2603 146 20 100 100 NUM fis-2603 146 21 300 300 NUM fis-2603 146 22 500 500 NUM fis-2603 146 23 100 100 NUM fis-2603 146 24 300 300 NUM fis-2603 146 25 500 500 NUM fis-2603 146 26 100 100 NUM fis-2603 146 27 300 300 NUM fis-2603 146 28 500 500 NUM fis-2603 146 29 100 100 NUM fis-2603 146 30 300 300 NUM fis-2603 146 31 500 500 NUM fis-2603 146 32 100 100 NUM fis-2603 146 33 300 300 NUM fis-2603 146 34 500 500 NUM fis-2603 146 35 τ τ PROPN fis-2603 146 36 ( ( PUNCT fis-2603 146 37 kpa kpa PROPN fis-2603 146 38 ) ) PUNCT fis-2603 146 39 56 56 NUM fis-2603 146 40 140 140 NUM fis-2603 146 41 218 218 NUM fis-2603 146 42 56 56 NUM fis-2603 146 43 130 130 NUM fis-2603 146 44 208 208 NUM fis-2603 146 45 69 69 NUM fis-2603 146 46 151 151 NUM fis-2603 146 47 222 222 NUM fis-2603 146 48 48 48 NUM fis-2603 146 49 143 143 NUM fis-2603 146 50 241 241 NUM fis-2603 146 51 76 76 NUM fis-2603 146 52 134 134 NUM fis-2603 146 53 196 196 NUM fis-2603 146 54 table table NOUN fis-2603 146 55 1 1 NUM fis-2603 146 56 : : PUNCT fis-2603 146 57 example example NOUN fis-2603 146 58 for for ADP fis-2603 146 59 direct direct ADJ fis-2603 146 60 shear shear NOUN fis-2603 146 61 test test NOUN fis-2603 146 62 . . PUNCT fis-2603 147 1 0 0 NUM fis-2603 148 1 50 50 NUM fis-2603 148 2 100 100 NUM fis-2603 148 3 150 150 NUM fis-2603 148 4 200 200 NUM fis-2603 148 5 250 250 NUM fis-2603 148 6 0 0 NUM fis-2603 148 7 50 50 NUM fis-2603 148 8 100 100 NUM fis-2603 148 9 150 150 NUM fis-2603 148 10 200 200 NUM fis-2603 148 11 250 250 NUM fis-2603 148 12 300 300 NUM fis-2603 148 13 350 350 NUM fis-2603 148 14 400 400 NUM fis-2603 148 15 450 450 NUM fis-2603 148 16 500 500 NUM fis-2603 148 17 550 550 NUM fis-2603 148 18 sh sh NOUN fis-2603 148 19 e e PROPN fis-2603 148 20 ar ar PROPN fis-2603 148 21     SPACE fis-2603 148 22 s s PART fis-2603 148 23 tr tr PROPN fis-2603 148 24 e e NOUN fis-2603 148 25 ss ss NOUN fis-2603 148 26     SPACE fis-2603 148 27 τ τ X fis-2603 148 28     SPACE fis-2603 148 29 ( ( PUNCT fis-2603 148 30 kp kp PROPN fis-2603 148 31 a a PRON fis-2603 148 32 ) ) PUNCT fis-2603 148 33 normal normal ADJ fis-2603 148 34     SPACE fis-2603 148 35 stress stress VERB fis-2603 148 36 σn σn NOUN fis-2603 148 37 ' ' NOUN fis-2603 148 38     SPACE fis-2603 148 39 ( ( PUNCT fis-2603 148 40 kpa kpa PROPN fis-2603 148 41 ) ) PUNCT fis-2603 148 42 exp exp NOUN fis-2603 148 43     SPACE fis-2603 148 44 data datum NOUN fis-2603 148 45 best good ADJ fis-2603 148 46     SPACE fis-2603 148 47 estimate estimate NOUN fis-2603 148 48 characteristic characteristic NOUN fis-2603 148 49     SPACE fis-2603 148 50 1 1 NUM fis-2603 148 51 characteristic characteristic NOUN fis-2603 148 52     SPACE fis-2603 148 53 2 2 NUM fis-2603 148 54 characteristic characteristic NOUN fis-2603 148 55     SPACE fis-2603 148 56 3 3 NUM fis-2603 148 57 figure figure NOUN fis-2603 148 58 3 3 NUM fis-2603 148 59 : : PUNCT fis-2603 148 60 failure failure NOUN fis-2603 148 61 envelopes envelope NOUN fis-2603 148 62 , , PUNCT fis-2603 148 63 best good ADJ fis-2603 148 64 estimate estimate NOUN fis-2603 148 65 and and CCONJ fis-2603 148 66 characteristic characteristic ADJ fis-2603 148 67 envelopes envelope NOUN fis-2603 148 68 . . PUNCT fis-2603 149 1 the the DET fis-2603 149 2 typical typical ADJ fis-2603 149 3 test test NOUN fis-2603 149 4 procedure procedure NOUN fis-2603 149 5 of of ADP fis-2603 149 6 applying apply VERB fis-2603 149 7 on on ADP fis-2603 149 8 the the DET fis-2603 149 9 three three NUM fis-2603 149 10 different different ADJ fis-2603 149 11 specimens specimen NOUN fis-2603 149 12 of of ADP fis-2603 149 13 each each DET fis-2603 149 14 soil soil NOUN fis-2603 149 15 sample sample NOUN fis-2603 149 16 the the DET fis-2603 149 17 σn σn NOUN fis-2603 149 18 = = SYM fis-2603 149 19 100 100 NUM fis-2603 149 20 , , PUNCT fis-2603 149 21 300 300 NUM fis-2603 149 22 and and CCONJ fis-2603 149 23 500 500 NUM fis-2603 149 24 kpa kpa NOUN fis-2603 149 25 normal normal ADJ fis-2603 149 26 stresses stress NOUN fis-2603 149 27 respectively respectively ADV fis-2603 149 28 , , PUNCT fis-2603 149 29 may may AUX fis-2603 149 30 raise raise VERB fis-2603 149 31 a a DET fis-2603 149 32 question question NOUN fis-2603 149 33 concerning concern VERB fis-2603 149 34 the the DET fis-2603 149 35 independence independence NOUN fis-2603 149 36 of of ADP fis-2603 149 37 the the DET fis-2603 149 38 observations observation NOUN fis-2603 149 39 . . PUNCT fis-2603 150 1 an an DET fis-2603 150 2 alternative alternative NOUN fis-2603 150 3 is be AUX fis-2603 150 4 to to PART fis-2603 150 5 consider consider VERB fis-2603 150 6 a a DET fis-2603 150 7 single single ADJ fis-2603 150 8 variable variable ADJ fis-2603 150 9 model model NOUN fis-2603 150 10 for for ADP fis-2603 150 11 τ τ PROPN fis-2603 150 12 on on ADP fis-2603 150 13 each each DET fis-2603 150 14 one one NUM fis-2603 150 15 of of ADP fis-2603 150 16 the the DET fis-2603 150 17 three three NUM fis-2603 150 18 σn σn NOUN fis-2603 150 19 values value NOUN fis-2603 150 20 ( ( PUNCT fis-2603 150 21 in in ADP fis-2603 150 22 our our PRON fis-2603 150 23 case case NOUN fis-2603 150 24 n=5 n=5 ADJ fis-2603 150 25 samples sample NOUN fis-2603 150 26 ) ) PUNCT fis-2603 150 27 and and CCONJ fis-2603 150 28 then then ADV fis-2603 150 29 apply apply VERB fis-2603 150 30 a a DET fis-2603 150 31 t t NOUN fis-2603 150 32 - - PUNCT fis-2603 150 33 test test NOUN fis-2603 150 34 on on ADP fis-2603 150 35 the the DET fis-2603 150 36 observed observed ADJ fis-2603 150 37 τ τ PROPN fis-2603 150 38 values value NOUN fis-2603 150 39 , , PUNCT fis-2603 150 40 which which PRON fis-2603 150 41 in in ADP fis-2603 150 42 our our PRON fis-2603 150 43 example example NOUN fis-2603 150 44 leads lead VERB fis-2603 150 45 to to ADP fis-2603 150 46 table table NOUN fis-2603 150 47 2 2 NUM fis-2603 150 48 . . PUNCT fis-2603 150 49 applying apply VERB fis-2603 150 50 a a DET fis-2603 150 51 linear linear ADJ fis-2603 150 52 regression regression NOUN fis-2603 150 53 on on ADP fis-2603 150 54 σn σn PROPN fis-2603 150 55 , , PUNCT fis-2603 150 56 τp=5 τp=5 NUM fis-2603 150 57 % % NOUN fis-2603 150 58 pairs pair NOUN fis-2603 150 59 we we PRON fis-2603 150 60 get get VERB fis-2603 150 61 the the DET fis-2603 150 62 following follow VERB fis-2603 150 63 characteristic characteristic ADJ fis-2603 150 64 values value NOUN fis-2603 150 65 : : PUNCT fis-2603 150 66 ck3=14.02 ck3=14.02 PROPN fis-2603 150 67 kpa kpa PROPN fis-2603 150 68 and and CCONJ fis-2603 150 69 ( ( PUNCT fis-2603 150 70 tanφ)k3= tanφ)k3= NUM fis-2603 150 71 0.38056 0.38056 NUM fis-2603 150 72 ( ( PUNCT fis-2603 150 73 characteristic characteristic ADJ fis-2603 150 74 3 3 NUM fis-2603 150 75 ) ) PUNCT fis-2603 150 76 . . PUNCT fis-2603 151 1 this this DET fis-2603 151 2 approach approach NOUN fis-2603 151 3 , , PUNCT fis-2603 151 4 overcomes overcome VERB fis-2603 151 5 the the DET fis-2603 151 6 issues issue NOUN fis-2603 151 7 concerning concern VERB fis-2603 151 8 the the DET fis-2603 151 9 independence independence NOUN fis-2603 151 10 of of ADP fis-2603 151 11 observation observation NOUN fis-2603 151 12 and and CCONJ fis-2603 151 13 gives give VERB fis-2603 151 14 similar similar ADJ fis-2603 151 15 results result NOUN fis-2603 151 16 to to ADP fis-2603 151 17 characteristic characteristic ADJ fis-2603 151 18 1 1 NUM fis-2603 151 19 ( ( PUNCT fis-2603 151 20 fig.3 fig.3 PROPN fis-2603 151 21 ) ) PUNCT fis-2603 151 22 , , PUNCT fis-2603 151 23 however however ADV fis-2603 151 24 , , PUNCT fis-2603 151 25 it it PRON fis-2603 151 26 does do AUX fis-2603 151 27 not not PART fis-2603 151 28 give give VERB fis-2603 151 29 a a DET fis-2603 151 30 standard standard ADJ fis-2603 151 31 error error NOUN fis-2603 151 32 of of ADP fis-2603 151 33 the the DET fis-2603 151 34 parameters parameter NOUN fis-2603 151 35 . . PUNCT fis-2603 152 1 for for ADP fis-2603 152 2 this this DET fis-2603 152 3 specific specific ADJ fis-2603 152 4 case case NOUN fis-2603 152 5 , , PUNCT fis-2603 152 6 the the DET fis-2603 152 7 maximum maximum ADJ fis-2603 152 8 standard standard ADJ fis-2603 152 9 error error NOUN fis-2603 152 10 on on ADP fis-2603 152 11 τ τ PROPN fis-2603 152 12 lies lie VERB fis-2603 152 13 close close ADV fis-2603 152 14 to to ADP fis-2603 152 15 the the DET fis-2603 152 16 previously previously ADV fis-2603 152 17 determined determine VERB fis-2603 152 18 standard standard ADJ fis-2603 152 19 error error NOUN fis-2603 152 20 of of ADP fis-2603 152 21 the the DET fis-2603 152 22 cohesion cohesion NOUN fis-2603 152 23 . . PUNCT fis-2603 153 1 specimen speciman NOUN fis-2603 153 2 1 1 NUM fis-2603 153 3 2 2 NUM fis-2603 153 4 3 3 NUM fis-2603 153 5 σn σn NOUN fis-2603 153 6 ( ( PUNCT fis-2603 153 7 kpa kpa PROPN fis-2603 153 8 ) ) PUNCT fis-2603 153 9 100 100 NUM fis-2603 153 10 300 300 NUM fis-2603 153 11 500 500 NUM fis-2603 153 12 τm τm PROPN fis-2603 153 13 ( ( PUNCT fis-2603 153 14 kpa kpa PROPN fis-2603 153 15 ) ) PUNCT fis-2603 153 16 61 61 NUM fis-2603 153 17 139.6 139.6 NUM fis-2603 153 18 212.8 212.8 NUM fis-2603 153 19 sd sd PART fis-2603 153 20 ( ( PUNCT fis-2603 153 21 kpa kpa PROPN fis-2603 153 22 ) ) PUNCT fis-2603 153 23 11.27 11.27 NUM fis-2603 153 24 8.14 8.14 NUM fis-2603 153 25 10.83 10.83 NUM fis-2603 153 26 n n PRON fis-2603 153 27 5 5 NUM fis-2603 153 28 5 5 NUM fis-2603 153 29 5 5 NUM fis-2603 153 30 se se X fis-2603 153 31 ( ( PUNCT fis-2603 153 32 kpa kpa PROPN fis-2603 153 33 ) ) PUNCT fis-2603 153 34 5.0398413 5.0398413 NUM fis-2603 153 35 3.641428 3.641428 NUM fis-2603 153 36 4.841487 4.841487 NUM fis-2603 153 37 a/2 a/2 NUM fis-2603 153 38 0.05 0.05 NUM fis-2603 153 39 0.05 0.05 NUM fis-2603 153 40 0.05 0.05 NUM fis-2603 153 41 tn-1 tn-1 PRON fis-2603 153 42 -2.131847 -2.131847 PROPN fis-2603 153 43 -2.13185 -2.13185 PROPN fis-2603 153 44 -2.13185 -2.13185 PROPN fis-2603 154 1 τp=5%,min τp=5%,min VERB fis-2603 154 2 50.255831 50.255831 NUM fis-2603 154 3 131.837 131.837 NUM fis-2603 154 4 202.4787 202.4787 NUM fis-2603 154 5 table table NOUN fis-2603 154 6 2 2 NUM fis-2603 154 7 : : PUNCT fis-2603 154 8 application application NOUN fis-2603 154 9 of of ADP fis-2603 154 10 t t PROPN fis-2603 154 11 – – PUNCT fis-2603 154 12 test test NOUN fis-2603 154 13 on on ADP fis-2603 154 14 the the DET fis-2603 154 15 values value NOUN fis-2603 154 16 of of ADP fis-2603 154 17 the the DET fis-2603 154 18 observed observed ADJ fis-2603 154 19 τ τ PROPN fis-2603 154 20 for for ADP fis-2603 154 21 each each DET fis-2603 154 22 σn σn NOUN fis-2603 154 23 . . PUNCT fis-2603 155 1 another another DET fis-2603 155 2 approach approach NOUN fis-2603 155 3 often often ADV fis-2603 155 4 used use VERB fis-2603 155 5 in in ADP fis-2603 155 6 engineering engineering NOUN fis-2603 155 7 practice practice NOUN fis-2603 155 8 is be AUX fis-2603 155 9 to to PART fis-2603 155 10 apply apply VERB fis-2603 155 11 a a DET fis-2603 155 12 t t NOUN fis-2603 155 13 - - PUNCT fis-2603 155 14 test test NOUN fis-2603 155 15 on on ADP fis-2603 155 16 the the DET fis-2603 155 17 determined determined ADJ fis-2603 155 18 c c PROPN fis-2603 155 19 and and CCONJ fis-2603 155 20 tanφ tanφ VERB fis-2603 155 21 pairs pair NOUN fis-2603 155 22 from from ADP fis-2603 155 23 each each DET fis-2603 155 24 sample sample NOUN fis-2603 155 25 ( ( PUNCT fis-2603 155 26 again again ADV fis-2603 155 27 n=5 n=5 PROPN fis-2603 155 28 for for ADP fis-2603 155 29 the the DET fis-2603 155 30 examined examine VERB fis-2603 155 31 case case NOUN fis-2603 155 32 ) ) PUNCT fis-2603 155 33 . . PUNCT fis-2603 156 1 this this DET fis-2603 156 2 approach approach NOUN fis-2603 156 3 gives give VERB fis-2603 156 4 cm=23.95 cm=23.95 NOUN fis-2603 156 5 kpa kpa PROPN fis-2603 156 6 , , PUNCT fis-2603 156 7 ( ( PUNCT fis-2603 156 8 tanφ)m=0.37950 tanφ)m=0.37950 PROPN fis-2603 156 9 ( ( PUNCT fis-2603 156 10 i.e. i.e. X fis-2603 156 11 same same ADJ fis-2603 156 12 as as ADP fis-2603 156 13 before before ADV fis-2603 156 14 ) ) PUNCT fis-2603 156 15 , , PUNCT fis-2603 156 16 sec sec PROPN fis-2603 156 17 = = PROPN fis-2603 156 18 uc=6.6 uc=6.6 ADJ fis-2603 156 19 kpa kpa PROPN fis-2603 156 20 and and CCONJ fis-2603 156 21 setanφ setanφ NOUN fis-2603 156 22 = = NOUN fis-2603 156 23 utanφ=0.02183 utanφ=0.02183 X fis-2603 156 24 ( ( PUNCT fis-2603 156 25 i.e. i.e. X fis-2603 156 26 greater great ADJ fis-2603 156 27 than than ADP fis-2603 156 28 before before ADV fis-2603 156 29 ) ) PUNCT fis-2603 156 30 . . PUNCT fis-2603 157 1 applying apply VERB fis-2603 157 2 eqs.(15,16 eqs.(15,16 PROPN fis-2603 157 3 ) ) PUNCT fis-2603 157 4 for for ADP fis-2603 157 5 a a DET fis-2603 157 6 probability probability NOUN fis-2603 157 7 p=5 p=5 NOUN fis-2603 157 8 % % NOUN fis-2603 157 9 we we PRON fis-2603 157 10 get get VERB fis-2603 157 11 the the DET fis-2603 157 12 following follow VERB fis-2603 157 13 cautious cautious ADJ fis-2603 157 14 estimate estimate NOUN fis-2603 157 15 of of ADP fis-2603 157 16 strength strength NOUN fis-2603 157 17 parameters parameter NOUN fis-2603 157 18 : : PUNCT fis-2603 157 19 ck4=9.8 ck4=9.8 PROPN fis-2603 157 20 kpa kpa PROPN fis-2603 157 21 and and CCONJ fis-2603 157 22 ( ( PUNCT fis-2603 157 23 tanφ)k4=0.33296 tanφ)k4=0.33296 X fis-2603 157 24 ( ( PUNCT fis-2603 157 25 characteristic characteristic ADJ fis-2603 157 26 4 4 NUM fis-2603 157 27 ) ) PUNCT fis-2603 157 28 , , PUNCT fis-2603 157 29 which which PRON fis-2603 157 30 are be AUX fis-2603 157 31 unrealistically unrealistically ADV fis-2603 157 32 conservative conservative ADJ fis-2603 157 33 , , PUNCT fis-2603 157 34 as as SCONJ fis-2603 157 35 can can AUX fis-2603 157 36 been be AUX fis-2603 157 37 in in ADP fis-2603 157 38 fig.4 fig.4 PROPN fis-2603 157 39 , , PUNCT fis-2603 157 40 due due ADP fis-2603 157 41 to to ADP fis-2603 157 42 the the DET fis-2603 157 43 higher high ADJ fis-2603 157 44 uncertainties uncertainty NOUN fis-2603 157 45 . . PUNCT fis-2603 158 1 g. g. PROPN fis-2603 158 2 belokas belokas PROPN fis-2603 158 3 , , PUNCT fis-2603 158 4 frattura frattura PROPN fis-2603 158 5 ed ed PROPN fis-2603 158 6 integrità integrità PROPN fis-2603 158 7 strutturale strutturale PROPN fis-2603 158 8 , , PUNCT fis-2603 158 9 50 50 NUM fis-2603 158 10 ( ( PUNCT fis-2603 158 11 2019 2019 NUM fis-2603 158 12 ) ) PUNCT fis-2603 158 13 354 354 NUM fis-2603 158 14 - - SYM fis-2603 158 15 369 369 NUM fis-2603 158 16 ; ; PUNCT fis-2603 158 17 doi doi NOUN fis-2603 158 18 : : PUNCT fis-2603 158 19 10.3221 10.3221 NUM fis-2603 158 20 / / SYM fis-2603 158 21 igf igf PROPN fis-2603 158 22 - - PUNCT fis-2603 158 23 esis.50.30 esis.50.30 PROPN fis-2603 158 24 360 360 NUM fis-2603 158 25 0 0 NUM fis-2603 158 26 50 50 NUM fis-2603 158 27 100 100 NUM fis-2603 158 28 150 150 NUM fis-2603 158 29 200 200 NUM fis-2603 158 30 250 250 NUM fis-2603 158 31 0 0 NUM fis-2603 158 32 50 50 NUM fis-2603 158 33 100 100 NUM fis-2603 158 34 150 150 NUM fis-2603 158 35 200 200 NUM fis-2603 158 36 250 250 NUM fis-2603 158 37 300 300 NUM fis-2603 158 38 350 350 NUM fis-2603 158 39 400 400 NUM fis-2603 158 40 450 450 NUM fis-2603 158 41 500 500 NUM fis-2603 158 42 550 550 NUM fis-2603 158 43 sh sh NOUN fis-2603 158 44 e e PROPN fis-2603 158 45 ar ar PROPN fis-2603 158 46     SPACE fis-2603 158 47 s s PART fis-2603 158 48 tr tr NOUN fis-2603 158 49 e e NOUN fis-2603 158 50 ss ss PROPN fis-2603 158 51 τ τ PROPN fis-2603 158 52     SPACE fis-2603 158 53 ( ( PUNCT fis-2603 158 54 k k PROPN fis-2603 158 55 p p X fis-2603 158 56 a a PRON fis-2603 158 57 ) ) PUNCT fis-2603 158 58 normal normal ADJ fis-2603 158 59     SPACE fis-2603 158 60 stress stress VERB fis-2603 158 61 σn σn NOUN fis-2603 158 62 ' ' NOUN fis-2603 158 63     SPACE fis-2603 158 64 ( ( PUNCT fis-2603 158 65 kpa kpa PROPN fis-2603 158 66 ) ) PUNCT fis-2603 158 67 experimental experimental ADJ fis-2603 158 68 data datum NOUN fis-2603 158 69 best well ADV fis-2603 158 70     SPACE fis-2603 158 71 estimate estimate NOUN fis-2603 158 72 characteristic characteristic NOUN fis-2603 158 73     SPACE fis-2603 158 74 1 1 NUM fis-2603 158 75 best good ADJ fis-2603 158 76     SPACE fis-2603 158 77 estimate estimate NOUN fis-2603 158 78 ( ( PUNCT fis-2603 158 79 alternative alternative ADJ fis-2603 158 80 ) ) PUNCT fis-2603 158 81 characteristic characteristic NOUN fis-2603 158 82     SPACE fis-2603 158 83 4 4 NUM fis-2603 158 84 ( ( PUNCT fis-2603 158 85 alternative alternative ADJ fis-2603 158 86 ) ) PUNCT fis-2603 158 87 figure figure NOUN fis-2603 158 88 4 4 NUM fis-2603 158 89 : : PUNCT fis-2603 158 90 best good ADJ fis-2603 158 91 estimates estimate NOUN fis-2603 158 92 and and CCONJ fis-2603 158 93 corresponding correspond VERB fis-2603 158 94 characteristic characteristic ADJ fis-2603 158 95 envelopes envelope NOUN fis-2603 158 96 comparison comparison NOUN fis-2603 158 97 . . PUNCT fis-2603 159 1 statistical statistical ADJ fis-2603 159 2 measures measure NOUN fis-2603 159 3 for for ADP fis-2603 159 4 the the DET fis-2603 159 5 typical typical ADJ fis-2603 159 6 triaxial triaxial ADJ fis-2603 159 7 compression compression NOUN fis-2603 159 8 test test NOUN fis-2603 159 9 by by ADP fis-2603 159 10 form form NOUN fis-2603 159 11 n n CCONJ fis-2603 159 12 the the DET fis-2603 159 13 typical typical ADJ fis-2603 159 14 triaxial triaxial ADJ fis-2603 159 15 compression compression NOUN fis-2603 159 16 test test NOUN fis-2603 159 17 the the DET fis-2603 159 18 mohr mohr PROPN fis-2603 159 19 – – PUNCT fis-2603 159 20 coulomb coulomb NOUN fis-2603 159 21 failure failure NOUN fis-2603 159 22 criterion criterion NOUN fis-2603 159 23 parameters parameter NOUN fis-2603 159 24 are be AUX fis-2603 159 25 determined determine VERB fis-2603 159 26 indirectly indirectly ADV fis-2603 159 27 . . PUNCT fis-2603 160 1 for for ADP fis-2603 160 2 this this DET fis-2603 160 3 test test NOUN fis-2603 160 4 , , PUNCT fis-2603 160 5 a a DET fis-2603 160 6 constant constant ADJ fis-2603 160 7 horizontal horizontal ADJ fis-2603 160 8 radial radial ADJ fis-2603 160 9 stress stress NOUN fis-2603 160 10 ( ( PUNCT fis-2603 160 11 the the DET fis-2603 160 12 cell cell NOUN fis-2603 160 13 pressure pressure NOUN fis-2603 160 14 ) ) PUNCT fis-2603 161 1 σr σr PROPN fis-2603 161 2 = = SYM fis-2603 161 3 σc σc NOUN fis-2603 161 4 = = NOUN fis-2603 161 5 σ3 σ3 NOUN fis-2603 161 6 is be AUX fis-2603 161 7 applied apply VERB fis-2603 161 8 to to ADP fis-2603 161 9 a a DET fis-2603 161 10 cylindrical cylindrical ADJ fis-2603 161 11 specimen speciman NOUN fis-2603 161 12 , , PUNCT fis-2603 161 13 while while SCONJ fis-2603 161 14 the the DET fis-2603 161 15 reaction reaction NOUN fis-2603 161 16 of of ADP fis-2603 161 17 the the DET fis-2603 161 18 axial axial ADJ fis-2603 161 19 stress stress NOUN fis-2603 161 20 is be AUX fis-2603 161 21 measured measure VERB fis-2603 161 22 ( ( PUNCT fis-2603 161 23 δσa δσa NOUN fis-2603 161 24 , , PUNCT fis-2603 161 25 σ1 σ1 PROPN fis-2603 161 26 = = PROPN fis-2603 161 27 σ3+δσa σ3+δσa PROPN fis-2603 161 28 ) ) PUNCT fis-2603 161 29 . . PUNCT fis-2603 162 1 we we PRON fis-2603 162 2 can can AUX fis-2603 162 3 consider consider VERB fis-2603 162 4 that that SCONJ fis-2603 162 5 the the DET fis-2603 162 6 cell cell NOUN fis-2603 162 7 pressure pressure NOUN fis-2603 162 8 is be AUX fis-2603 162 9 an an DET fis-2603 162 10 accurate accurate ADJ fis-2603 162 11 observation observation NOUN fis-2603 162 12 ( ( PUNCT fis-2603 162 13 i.e. i.e. X fis-2603 162 14 the the DET fis-2603 162 15 non non ADJ fis-2603 162 16 – – PUNCT fis-2603 162 17 random random ADJ fis-2603 162 18 ) ) PUNCT fis-2603 162 19 . . PUNCT fis-2603 163 1 the the DET fis-2603 163 2 mohr mohr PROPN fis-2603 163 3 – – PUNCT fis-2603 163 4 coulomb coulomb NOUN fis-2603 163 5 failure failure NOUN fis-2603 163 6 criterion criterion NOUN fis-2603 163 7 in in ADP fis-2603 163 8 terms term NOUN fis-2603 163 9 of of ADP fis-2603 163 10 principal principal ADJ fis-2603 163 11 stresses stress NOUN fis-2603 163 12 is be AUX fis-2603 163 13 given give VERB fis-2603 163 14 by by ADP fis-2603 163 15 eq.(6 eq.(6 ADJ fis-2603 163 16 ) ) PUNCT fis-2603 163 17 , , PUNCT fis-2603 163 18 in in ADP fis-2603 163 19 which which PRON fis-2603 163 20 the the DET fis-2603 163 21 statistical statistical ADJ fis-2603 163 22 measures measure NOUN fis-2603 163 23 of of ADP fis-2603 163 24 constants constant NOUN fis-2603 163 25 a a PRON fis-2603 163 26 and and CCONJ fis-2603 163 27 b b NOUN fis-2603 163 28 can can AUX fis-2603 163 29 be be AUX fis-2603 163 30 determined determine VERB fis-2603 163 31 directly directly ADV fis-2603 163 32 from from ADP fis-2603 163 33 the the DET fis-2603 163 34 two two NUM fis-2603 163 35 variables variable NOUN fis-2603 163 36 models model NOUN fis-2603 163 37 , , PUNCT fis-2603 163 38 while while SCONJ fis-2603 163 39 the the DET fis-2603 163 40 best good ADJ fis-2603 163 41 estimates estimate NOUN fis-2603 163 42 of of ADP fis-2603 163 43 the the DET fis-2603 163 44 mean mean NOUN fis-2603 163 45 for for ADP fis-2603 163 46 c c PROPN fis-2603 163 47 and and CCONJ fis-2603 163 48 tanφ tanφ PROPN fis-2603 163 49 constants constant NOUN fis-2603 163 50 are be AUX fis-2603 163 51 calculated calculate VERB fis-2603 163 52 indirectly indirectly ADV fis-2603 163 53 by by ADP fis-2603 163 54 the the DET fis-2603 163 55 transformation transformation NOUN fis-2603 163 56 of of ADP fis-2603 163 57 eqs.(19,20 eqs.(19,20 PROPN fis-2603 163 58 ) ) PUNCT fis-2603 163 59 , , PUNCT fis-2603 163 60 respectively respectively ADV fis-2603 163 61 . . PUNCT fis-2603 164 1 sinφ=(b–1)/(1+b sinφ=(b–1)/(1+b PROPN fis-2603 164 2 ) ) PUNCT fis-2603 164 3   NOUN fis-2603 164 4 φ φ NOUN fis-2603 164 5 = = NOUN fis-2603 164 6 asin[(b–1)/(1+b asin[(b–1)/(1+b NOUN fis-2603 164 7 ) ) PUNCT fis-2603 164 8 ] ] PUNCT fis-2603 164 9 and and CCONJ fis-2603 164 10 tanφ tanφ PROPN fis-2603 164 11 = = PROPN fis-2603 164 12 tan{asin[(b–1)/(1+b tan{asin[(b–1)/(1+b NOUN fis-2603 164 13 ) ) PUNCT fis-2603 164 14 } } PUNCT fis-2603 164 15 ] ] PUNCT fis-2603 164 16 ( ( PUNCT fis-2603 164 17 19 19 NUM fis-2603 164 18 ) ) PUNCT fis-2603 164 19 c c NOUN fis-2603 164 20 = = SYM fis-2603 164 21 a(1 a(1 ADJ fis-2603 164 22 – – PUNCT fis-2603 164 23 sinφ)/(2cosφ sinφ)/(2cosφ PROPN fis-2603 164 24 ) ) PUNCT fis-2603 164 25 ( ( PUNCT fis-2603 164 26 20 20 NUM fis-2603 164 27 ) ) PUNCT fis-2603 164 28 a a DET fis-2603 164 29 way way NOUN fis-2603 164 30 to to PART fis-2603 164 31 calculate calculate VERB fis-2603 164 32 the the DET fis-2603 164 33 uncertainties uncertainty NOUN fis-2603 164 34 of of ADP fis-2603 164 35 c c PROPN fis-2603 164 36 and and CCONJ fis-2603 164 37 tanφ tanφ PROPN fis-2603 164 38 is be AUX fis-2603 164 39 to to PART fis-2603 164 40 apply apply VERB fis-2603 164 41 the the DET fis-2603 164 42 form form NOUN fis-2603 164 43 , , PUNCT fis-2603 164 44 which which DET fis-2603 164 45 method method NOUN fis-2603 164 46 makes make VERB fis-2603 164 47 use use NOUN fis-2603 164 48 of of ADP fis-2603 164 49 the the DET fis-2603 164 50 second second ADJ fis-2603 164 51 moment moment NOUN fis-2603 164 52 statistics statistic NOUN fis-2603 164 53 ( ( PUNCT fis-2603 164 54 the the DET fis-2603 164 55 mean mean NOUN fis-2603 164 56 and and CCONJ fis-2603 164 57 the the DET fis-2603 164 58 standard standard ADJ fis-2603 164 59 deviation deviation NOUN fis-2603 164 60 ) ) PUNCT fis-2603 164 61 of of ADP fis-2603 164 62 the the DET fis-2603 164 63 random random ADJ fis-2603 164 64 variables variable NOUN fis-2603 164 65 and and CCONJ fis-2603 164 66 assumes assume VERB fis-2603 164 67 a a DET fis-2603 164 68 linearized linearize VERB fis-2603 164 69 form form NOUN fis-2603 164 70 of of ADP fis-2603 164 71 their their PRON fis-2603 164 72 performance performance NOUN fis-2603 164 73 function function NOUN fis-2603 164 74 ( ( PUNCT fis-2603 164 75 e.g. e.g. ADV fis-2603 164 76 z z PROPN fis-2603 164 77 = = NOUN fis-2603 164 78 g(x1 g(x1 NOUN fis-2603 164 79 , , PUNCT fis-2603 164 80 … … PUNCT fis-2603 164 81 , , PUNCT fis-2603 164 82 xn xn PROPN fis-2603 164 83 ) ) PUNCT fis-2603 164 84 ) ) PUNCT fis-2603 164 85 at at ADP fis-2603 164 86 the the DET fis-2603 164 87 mean mean ADJ fis-2603 164 88 values value NOUN fis-2603 164 89 of of ADP fis-2603 164 90 the the DET fis-2603 164 91 random random ADJ fis-2603 164 92 variables variable NOUN fis-2603 164 93 and and CCONJ fis-2603 164 94 independency independency NOUN fis-2603 164 95 between between ADP fis-2603 164 96 all all DET fis-2603 164 97 variables variable NOUN fis-2603 164 98 . . PUNCT fis-2603 165 1 truncating truncate VERB fis-2603 165 2 at at ADP fis-2603 165 3 the the DET fis-2603 165 4 linear linear ADJ fis-2603 165 5 terms term NOUN fis-2603 165 6 the the DET fis-2603 165 7 taylor taylor PROPN fis-2603 165 8 expansion expansion NOUN fis-2603 165 9 of of ADP fis-2603 165 10 the the DET fis-2603 165 11 performance performance NOUN fis-2603 165 12 function function NOUN fis-2603 165 13 about about ADP fis-2603 165 14 the the DET fis-2603 165 15 mean mean NOUN fis-2603 165 16 , , PUNCT fis-2603 165 17 it it PRON fis-2603 165 18 is be AUX fis-2603 165 19 possible possible ADJ fis-2603 165 20 to to PART fis-2603 165 21 obtain obtain VERB fis-2603 165 22 the the DET fis-2603 165 23 first first ADJ fis-2603 165 24 order order NOUN fis-2603 165 25 approximation approximation NOUN fis-2603 165 26 of of ADP fis-2603 165 27 the the DET fis-2603 165 28 variance variance NOUN fis-2603 165 29 ( ( PUNCT fis-2603 165 30 σz2 σz2 NOUN fis-2603 165 31 ) ) PUNCT fis-2603 165 32 of of ADP fis-2603 165 33 the the DET fis-2603 165 34 true true ADJ fis-2603 165 35 mean mean NOUN fis-2603 165 36 ( ( PUNCT fis-2603 165 37 μz μz NOUN fis-2603 165 38 ) ) PUNCT fis-2603 165 39 of of ADP fis-2603 165 40 z. z. PROPN fis-2603 165 41 assuming assume VERB fis-2603 165 42 uncorrelated uncorrelated ADJ fis-2603 165 43 non non ADJ fis-2603 165 44 – – PUNCT fis-2603 165 45 random random ADJ fis-2603 165 46 variables variable NOUN fis-2603 165 47 x1 x1 PROPN fis-2603 165 48 , , PUNCT fis-2603 165 49 … … PUNCT fis-2603 165 50 , , PUNCT fis-2603 165 51 xn xn PROPN fis-2603 165 52 , , PUNCT fis-2603 165 53 the the DET fis-2603 165 54 approximation approximation NOUN fis-2603 165 55 of of ADP fis-2603 165 56 the the DET fis-2603 165 57 variance variance NOUN fis-2603 165 58 is be AUX fis-2603 165 59 given give VERB fis-2603 165 60 by by ADP fis-2603 165 61 eq.(21 eq.(21 PROPN fis-2603 165 62 ) ) PUNCT fis-2603 165 63 , , PUNCT fis-2603 165 64 an an DET fis-2603 165 65 equation equation NOUN fis-2603 165 66 commonly commonly ADV fis-2603 165 67 used use VERB fis-2603 165 68 to to PART fis-2603 165 69 estimate estimate VERB fis-2603 165 70 the the DET fis-2603 165 71 uncertainties uncertainty NOUN fis-2603 165 72 by by ADP fis-2603 165 73 error error NOUN fis-2603 165 74 propagation propagation NOUN fis-2603 165 75 for for ADP fis-2603 165 76 laboratory laboratory NOUN fis-2603 165 77 tests test NOUN fis-2603 165 78 results result VERB fis-2603 165 79 . . PUNCT fis-2603 166 1   NOUN fis-2603 166 2   PUNCT fis-2603 166 3 2 2 NUM fis-2603 166 4 2 2 NUM fis-2603 166 5 22 22 NUM fis-2603 166 6 , , PUNCT fis-2603 166 7 1 1 NUM fis-2603 166 8 1 1 NUM fis-2603 166 9 var var NOUN fis-2603 166 10 ( ( PUNCT fis-2603 166 11 ) ) PUNCT fis-2603 167 1   NUM fis-2603 168 1   NUM fis-2603 168 2   NOUN fis-2603 168 3   PROPN fis-2603 168 4   NOUN fis-2603 168 5   PROPN fis-2603 168 6   ADJ fis-2603 168 7   X fis-2603 168 8   NOUN fis-2603 168 9   PROPN fis-2603 169 1   PROPN fis-2603 169 2   PROPN fis-2603 170 1   PROPN fis-2603 170 2   PRON fis-2603 170 3   NOUN fis-2603 170 4   PROPN fis-2603 170 5   NOUN fis-2603 170 6   X fis-2603 170 7   X fis-2603 171 1 i i PRON fis-2603 171 2 n n VERB fis-2603 171 3 n n NOUN fis-2603 171 4 z z NOUN fis-2603 172 1 i i NOUN fis-2603 173 1 d d X fis-2603 173 2 z z NOUN fis-2603 173 3 x x VERB fis-2603 174 1 i i NOUN fis-2603 174 2 ii ii VERB fis-2603 175 1 i i PRON fis-2603 175 2 g g VERB fis-2603 175 3 g g PROPN fis-2603 175 4 x x X fis-2603 175 5 se se X fis-2603 175 6 se se X fis-2603 175 7 x x PUNCT fis-2603 175 8 x x X fis-2603 175 9 ( ( PUNCT fis-2603 175 10 21 21 NUM fis-2603 175 11 ) ) PUNCT fis-2603 175 12 the the DET fis-2603 175 13 sample sample NOUN fis-2603 175 14 variance variance NOUN fis-2603 175 15 var(xi)=sxi2=(sd var(xi)=sxi2=(sd PROPN fis-2603 175 16 , , PUNCT fis-2603 175 17 xi)2 xi)2 PROPN fis-2603 175 18 of of ADP fis-2603 175 19 a a DET fis-2603 175 20 xi xi X fis-2603 175 21 variable variable NOUN fis-2603 175 22 ( ( PUNCT fis-2603 175 23 where where SCONJ fis-2603 175 24 xi xi PROPN fis-2603 175 25 is be AUX fis-2603 175 26 tanφ tanφ PROPN fis-2603 175 27 or or CCONJ fis-2603 175 28 c c X fis-2603 175 29 ) ) PUNCT fis-2603 175 30 relates relate VERB fis-2603 175 31 to to ADP fis-2603 175 32 the the DET fis-2603 175 33 standard standard ADJ fis-2603 175 34 error error NOUN fis-2603 175 35 sexi sexi NOUN fis-2603 175 36 by by ADP fis-2603 175 37 eq.(4 eq.(4 ADJ fis-2603 175 38 ) ) PUNCT fis-2603 175 39 , , PUNCT fis-2603 175 40 while while SCONJ fis-2603 175 41 sexi sexi NOUN fis-2603 175 42 is be AUX fis-2603 175 43 a a DET fis-2603 175 44 quantitative quantitative ADJ fis-2603 175 45 measure measure NOUN fis-2603 175 46 of of ADP fis-2603 175 47 the the DET fis-2603 175 48 corresponding corresponding ADJ fis-2603 175 49 uncertainty uncertainty NOUN fis-2603 175 50 uxi uxi NOUN fis-2603 175 51 ( ( PUNCT fis-2603 175 52 i.e. i.e. X fis-2603 175 53 uxi uxi NOUN fis-2603 175 54 = = NOUN fis-2603 175 55 sexi sexi NOUN fis-2603 175 56 ) ) PUNCT fis-2603 175 57 . . PUNCT fis-2603 176 1 the the DET fis-2603 176 2 variances variance NOUN fis-2603 176 3 stanφ2 stanφ2 NOUN fis-2603 176 4 and and CCONJ fis-2603 176 5 sc2 sc2 NOUN fis-2603 176 6 of of ADP fis-2603 176 7 the the DET fis-2603 176 8 mohr mohr PROPN fis-2603 176 9 – – PUNCT fis-2603 176 10 coulomb coulomb NOUN fis-2603 176 11 constants constant NOUN fis-2603 176 12 may may AUX fis-2603 176 13 be be AUX fis-2603 176 14 now now ADV fis-2603 176 15 calculated calculate VERB fis-2603 176 16 by by ADP fis-2603 176 17 applying apply VERB fis-2603 176 18 eq.(21 eq.(21 NOUN fis-2603 176 19 ) ) PUNCT fis-2603 176 20 and and CCONJ fis-2603 176 21 considering consider VERB fis-2603 176 22 eqs.(19,20 eqs.(19,20 PROPN fis-2603 176 23 ) ) PUNCT fis-2603 176 24 as as ADP fis-2603 176 25 the the DET fis-2603 176 26 performance performance NOUN fis-2603 176 27 functions function NOUN fis-2603 176 28 ( ( PUNCT fis-2603 176 29 i.e. i.e. X fis-2603 176 30 c c X fis-2603 176 31 = = PROPN fis-2603 176 32 g(a g(a PROPN fis-2603 176 33 , , PUNCT fis-2603 176 34 φ φ NUM fis-2603 176 35 ) ) PUNCT fis-2603 176 36 and and CCONJ fis-2603 176 37 tanφ tanφ PROPN fis-2603 176 38 = = NOUN fis-2603 176 39 g(b g(b PROPN fis-2603 176 40 ) ) PUNCT fis-2603 176 41 or or CCONJ fis-2603 176 42 φ φ NOUN fis-2603 176 43 = = NOUN fis-2603 176 44 g(b g(b PROPN fis-2603 176 45 ) ) PUNCT fis-2603 176 46 ): ): PUNCT fis-2603 177 1   PROPN fis-2603 177 2   PROPN fis-2603 177 3 2 2 NUM fis-2603 177 4 2 2 NUM fis-2603 177 5   NOUN fis-2603 177 6   PROPN fis-2603 177 7   NOUN fis-2603 177 8   NOUN fis-2603 177 9 bse bse NOUN fis-2603 177 10 se se NOUN fis-2603 177 11 b b PUNCT fis-2603 177 12   ADJ fis-2603 177 13 , , PUNCT fis-2603 177 14     SPACE fis-2603 177 15   NOUN fis-2603 177 16   PROPN fis-2603 177 17 2 2 NUM fis-2603 177 18 2 2 NUM fis-2603 177 19 tan tan PROPN fis-2603 177 20 tan tan PROPN fis-2603 177 21   NOUN fis-2603 178 1   PROPN fis-2603 178 2   NOUN fis-2603 178 3   NOUN fis-2603 178 4   ADJ fis-2603 178 5   PROPN fis-2603 178 6 bse bse NOUN fis-2603 178 7 se se PROPN fis-2603 178 8 b b PROPN fis-2603 178 9     SPACE fis-2603 178 10 ( ( PUNCT fis-2603 178 11 22 22 NUM fis-2603 178 12 ) ) PUNCT fis-2603 178 13   NOUN fis-2603 178 14   PUNCT fis-2603 178 15   NOUN fis-2603 178 16   PROPN fis-2603 178 17 22 22 NUM fis-2603 178 18 22 22 NUM fis-2603 178 19   NOUN fis-2603 178 20   NOUN fis-2603 178 21   PROPN fis-2603 178 22   PROPN fis-2603 178 23   PROPN fis-2603 178 24   PROPN fis-2603 178 25   VERB fis-2603 179 1   X fis-2603 179 2   PRON fis-2603 179 3   NOUN fis-2603 179 4   PROPN fis-2603 179 5   NOUN fis-2603 179 6 c c NOUN fis-2603 179 7 a a DET fis-2603 179 8 c c NOUN fis-2603 179 9 c c X fis-2603 179 10 se se X fis-2603 179 11 se se PROPN fis-2603 179 12 se se PROPN fis-2603 179 13 a a DET fis-2603 179 14             SPACE fis-2603 179 15 ( ( PUNCT fis-2603 179 16 23 23 NUM fis-2603 179 17 ) ) PUNCT fis-2603 179 18 i i PRON fis-2603 179 19 g. g. PROPN fis-2603 179 20 belokas belokas PROPN fis-2603 179 21 , , PUNCT fis-2603 179 22 frattura frattura PROPN fis-2603 179 23 ed ed PROPN fis-2603 179 24 integrità integrità PROPN fis-2603 179 25 strutturale strutturale PROPN fis-2603 179 26 , , PUNCT fis-2603 179 27 50 50 NUM fis-2603 179 28 ( ( PUNCT fis-2603 179 29 2019 2019 NUM fis-2603 179 30 ) ) PUNCT fis-2603 179 31 354 354 NUM fis-2603 179 32 - - SYM fis-2603 179 33 369 369 NUM fis-2603 179 34 ; ; PUNCT fis-2603 179 35 doi doi NOUN fis-2603 179 36 : : PUNCT fis-2603 179 37 10.3221 10.3221 NUM fis-2603 179 38 / / SYM fis-2603 179 39 igf igf PROPN fis-2603 179 40 - - PUNCT fis-2603 179 41 esis.50.30 esis.50.30 PROPN fis-2603 179 42 361 361 NUM fis-2603 179 43 where where SCONJ fis-2603 179 44 : : PUNCT fis-2603 179 45 2 2 NUM fis-2603 179 46 2 2 NUM fis-2603 179 47 2 2 NUM fis-2603 179 48 2 2 NUM fis-2603 179 49 ( ( PUNCT fis-2603 179 50 1 1 NUM fis-2603 179 51 ) ) SYM fis-2603 179 52 1 1 NUM fis-2603 179 53 ( ( PUNCT fis-2603 179 54 1 1 NUM fis-2603 179 55 ) ) PUNCT fis-2603 179 56 / / SYM fis-2603 179 57 ( ( PUNCT fis-2603 179 58 1 1 NUM fis-2603 179 59 ) ) PUNCT fis-2603 179 60 ) ) PUNCT fis-2603 180 1   PROPN fis-2603 180 2   PROPN fis-2603 180 3   PROPN fis-2603 180 4   PUNCT fis-2603 180 5   PROPN fis-2603 180 6   PROPN fis-2603 180 7   VERB fis-2603 180 8   PROPN fis-2603 180 9 b b PROPN fis-2603 180 10 bb bb NUM fis-2603 180 11 b b PROPN fis-2603 180 12 , , PUNCT fis-2603 180 13     SPACE fis-2603 180 14   NOUN fis-2603 180 15   PROPN fis-2603 180 16 3/22 3/22 NUM fis-2603 180 17 2 2 NUM fis-2603 180 18 3 3 NUM fis-2603 180 19 2 2 NUM fis-2603 180 20 ( ( PUNCT fis-2603 180 21 1 1 NUM fis-2603 180 22 ) ) SYM fis-2603 180 23 1 1 NUM fis-2603 180 24 1 1 NUM fis-2603 180 25 ( ( PUNCT fis-2603 180 26 a a DET fis-2603 180 27 1 1 NUM fis-2603 180 28 t t NOUN fis-2603 180 29 n n PROPN fis-2603 180 30 ) ) PUNCT fis-2603 180 31   PROPN fis-2603 181 1   PROPN fis-2603 181 2   VERB fis-2603 181 3   PROPN fis-2603 181 4   NOUN fis-2603 181 5   PROPN fis-2603 181 6   PROPN fis-2603 181 7   VERB fis-2603 181 8   ADJ fis-2603 181 9   ADJ fis-2603 181 10   PROPN fis-2603 181 11 b b PROPN fis-2603 181 12 b b PROPN fis-2603 181 13 b b PROPN fis-2603 181 14 b b PROPN fis-2603 181 15 ( ( PUNCT fis-2603 181 16 24 24 NUM fis-2603 181 17 ) ) PUNCT fis-2603 181 18 1 1 NUM fis-2603 181 19 – – PUNCT fis-2603 181 20 / / SYM fis-2603 181 21 ( ( PUNCT fis-2603 181 22 ) ) PUNCT fis-2603 181 23 ( ( PUNCT fis-2603 181 24 ) ) PUNCT fis-2603 181 25 2 2 NUM fis-2603 181 26   ADJ fis-2603 181 27   ADJ fis-2603 181 28   ADJ fis-2603 181 29   PROPN fis-2603 181 30 sin sin X fis-2603 181 31 cos cos ADP fis-2603 181 32 c c PROPN fis-2603 181 33 a a DET fis-2603 181 34                     SPACE fis-2603 181 35 ( ( PUNCT fis-2603 181 36 25 25 NUM fis-2603 181 37 ) ) PUNCT fis-2603 181 38 21 21 NUM fis-2603 181 39 ) ) PUNCT fis-2603 181 40 2(/ 2(/ NOUN fis-2603 181 41 ( ( PUNCT fis-2603 181 42 ) ) PUNCT fis-2603 181 43   PROPN fis-2603 181 44   PROPN fis-2603 182 1   PROPN fis-2603 182 2   PROPN fis-2603 182 3 c c PROPN fis-2603 182 4 a a DET fis-2603 182 5 sin sin NOUN fis-2603 182 6 cos cos ADP fis-2603 182 7   ADJ fis-2603 182 8   PROPN fis-2603 182 9   PROPN fis-2603 182 10                     SPACE fis-2603 182 11 ( ( PUNCT fis-2603 182 12 26 26 NUM fis-2603 182 13 ) ) PUNCT fis-2603 182 14 next next ADV fis-2603 182 15 , , PUNCT fis-2603 182 16 the the DET fis-2603 182 17 above above ADJ fis-2603 182 18 equations equation NOUN fis-2603 182 19 are be AUX fis-2603 182 20 applied apply VERB fis-2603 182 21 to to ADP fis-2603 182 22 laboratory laboratory NOUN fis-2603 182 23 results result NOUN fis-2603 182 24 from from ADP fis-2603 182 25 the the DET fis-2603 182 26 herakleion herakleion NOUN fis-2603 182 27 marl marl NOUN fis-2603 182 28 ( ( PUNCT fis-2603 182 29 see see VERB fis-2603 182 30 table table NOUN fis-2603 182 31 3 3 NUM fis-2603 182 32 , , PUNCT fis-2603 182 33 data datum NOUN fis-2603 182 34 from from ADP fis-2603 182 35 [ [ X fis-2603 182 36 12 12 NUM fis-2603 182 37 ] ] PUNCT fis-2603 182 38 ) ) PUNCT fis-2603 182 39 , , PUNCT fis-2603 182 40 with with ADP fis-2603 182 41 27 27 NUM fis-2603 182 42 specimens specimen NOUN fis-2603 182 43 and and CCONJ fis-2603 182 44 9 9 NUM fis-2603 182 45 samples sample NOUN fis-2603 182 46 ( ( PUNCT fis-2603 182 47 3 3 NUM fis-2603 182 48 specimens specimen NOUN fis-2603 182 49 per per ADP fis-2603 182 50 sample sample NOUN fis-2603 182 51 ) ) PUNCT fis-2603 182 52 . . PUNCT fis-2603 183 1 treating treat VERB fis-2603 183 2 each each DET fis-2603 183 3 specimen speciman NOUN fis-2603 183 4 separately separately ADV fis-2603 183 5 ( ( PUNCT fis-2603 183 6 i.e. i.e. X fis-2603 183 7 sample sample NOUN fis-2603 183 8 size size NOUN fis-2603 183 9 n=27 n=27 PROPN fis-2603 183 10 ) ) PUNCT fis-2603 183 11 , , PUNCT fis-2603 183 12 the the DET fis-2603 183 13 best good ADJ fis-2603 183 14 estimates estimate NOUN fis-2603 183 15 of of ADP fis-2603 183 16 a a DET fis-2603 183 17 and and CCONJ fis-2603 183 18 b b NOUN fis-2603 183 19 constants constant NOUN fis-2603 183 20 of of ADP fis-2603 183 21 eq.(6 eq.(6 NOUN fis-2603 183 22 ) ) PUNCT fis-2603 183 23 are be AUX fis-2603 183 24 determined determine VERB fis-2603 183 25 from from ADP fis-2603 183 26 the the DET fis-2603 183 27 linear linear ADJ fis-2603 183 28 regression regression NOUN fis-2603 183 29 ( ( PUNCT fis-2603 183 30 eqs eqs X fis-2603 183 31 . . PROPN fis-2603 183 32 ( ( PUNCT fis-2603 183 33 8,9 8,9 NUM fis-2603 183 34 ) ) PUNCT fis-2603 183 35 ) ) PUNCT fis-2603 183 36 , , PUNCT fis-2603 183 37 which which PRON fis-2603 183 38 gives give VERB fis-2603 183 39 am=229.6 am=229.6 NOUN fis-2603 183 40 kpa kpa PROPN fis-2603 183 41 and and CCONJ fis-2603 183 42 bm=3.02553 bm=3.02553 NOUN fis-2603 183 43 . . PUNCT fis-2603 184 1 applying apply VERB fis-2603 184 2 these these DET fis-2603 184 3 values value NOUN fis-2603 184 4 into into ADP fis-2603 184 5 eqs.(20,19 eqs.(20,19 NOUN fis-2603 184 6 ) ) PUNCT fis-2603 184 7 we we PRON fis-2603 184 8 get get VERB fis-2603 184 9 the the DET fis-2603 184 10 best good ADJ fis-2603 184 11 estimates estimate NOUN fis-2603 184 12 cm=66.0 cm=66.0 PROPN fis-2603 184 13 kpa kpa PROPN fis-2603 184 14 and and CCONJ fis-2603 184 15 ( ( PUNCT fis-2603 184 16 tanφ)m=0.58225 tanφ)m=0.58225 NUM fis-2603 184 17 . . PUNCT fis-2603 185 1 the the DET fis-2603 185 2 form form NOUN fis-2603 185 3 ( ( PUNCT fis-2603 185 4 by by ADP fis-2603 185 5 application application NOUN fis-2603 185 6 of of ADP fis-2603 185 7 eqs.(23,22,15,14 eqs.(23,22,15,14 PROPN fis-2603 185 8 ) ) PUNCT fis-2603 185 9 ) ) PUNCT fis-2603 185 10 gives give VERB fis-2603 185 11 the the DET fis-2603 185 12 corresponding correspond VERB fis-2603 185 13 uncertainties uncertainty NOUN fis-2603 185 14 sec sec PROPN fis-2603 185 15 = = ADJ fis-2603 185 16 uc=15.5 uc=15.5 PROPN fis-2603 185 17 kpa kpa NOUN fis-2603 185 18 and and CCONJ fis-2603 185 19 setanφ setanφ NOUN fis-2603 185 20 = = NOUN fis-2603 185 21 utanφ=0.0347 utanφ=0.0347 NOUN fis-2603 185 22 . . PUNCT fis-2603 186 1 a a DET fis-2603 186 2 tstudent tstudent ADJ fis-2603 186 3 distribution distribution NOUN fis-2603 186 4 for for ADP fis-2603 186 5 n-2 n-2 NOUN fis-2603 186 6 dof dof NOUN fis-2603 186 7 ( ( PUNCT fis-2603 186 8 eqs.(16,17 eqs.(16,17 NOUN fis-2603 186 9 ) ) PUNCT fis-2603 186 10 ) ) PUNCT fis-2603 186 11 to to PART fis-2603 186 12 account account VERB fis-2603 186 13 for for ADP fis-2603 186 14 the the DET fis-2603 186 15 error error NOUN fis-2603 186 16 propagation propagation NOUN fis-2603 186 17 leads lead VERB fis-2603 186 18 to to ADP fis-2603 186 19 the the DET fis-2603 186 20 characteristic characteristic ADJ fis-2603 186 21 values value NOUN fis-2603 186 22 ck1= ck1= PROPN fis-2603 186 23 39.60 39.60 NUM fis-2603 186 24 kpa kpa PROPN fis-2603 186 25 and and CCONJ fis-2603 186 26 ( ( PUNCT fis-2603 186 27 tanφ)k1=0.52297 tanφ)k1=0.52297 PROPN fis-2603 186 28 . . PUNCT fis-2603 187 1 the the DET fis-2603 187 2 best good ADJ fis-2603 187 3 estimate estimate NOUN fis-2603 187 4 of of ADP fis-2603 187 5 the the DET fis-2603 187 6 mean mean ADJ fis-2603 187 7 failure failure NOUN fis-2603 187 8 envelope envelope NOUN fis-2603 187 9 , , PUNCT fis-2603 187 10 as as ADV fis-2603 187 11 well well ADV fis-2603 187 12 as as ADP fis-2603 187 13 the the DET fis-2603 187 14 estimated estimate VERB fis-2603 187 15 characteristic characteristic ADJ fis-2603 187 16 envelopes envelope NOUN fis-2603 187 17 are be AUX fis-2603 187 18 represented represent VERB fis-2603 187 19 in in ADP fis-2603 187 20 fig.5 fig.5 PROPN fis-2603 187 21 , , PUNCT fis-2603 187 22 in in ADP fis-2603 187 23 which which PRON fis-2603 187 24 figure figure VERB fis-2603 187 25 the the DET fis-2603 187 26 characteristic characteristic ADJ fis-2603 187 27 2 2 NUM fis-2603 187 28 and and CCONJ fis-2603 187 29 3 3 NUM fis-2603 187 30 envelopes envelope NOUN fis-2603 187 31 are be AUX fis-2603 187 32 explained explain VERB fis-2603 187 33 later later ADV fis-2603 187 34 in in ADP fis-2603 187 35 the the DET fis-2603 187 36 same same ADJ fis-2603 187 37 section section NOUN fis-2603 187 38 . . PUNCT fis-2603 188 1 it it PRON fis-2603 188 2 is be AUX fis-2603 188 3 evident evident ADJ fis-2603 188 4 from from ADP fis-2603 188 5 fig.5 fig.5 NOUN fis-2603 188 6 that that SCONJ fis-2603 188 7 characteristic characteristic ADJ fis-2603 188 8 1 1 NUM fis-2603 188 9 can can AUX fis-2603 188 10 be be AUX fis-2603 188 11 indeed indeed ADV fis-2603 188 12 considered consider VERB fis-2603 188 13 as as ADP fis-2603 188 14 a a DET fis-2603 188 15 conservative conservative ADJ fis-2603 188 16 estimate estimate NOUN fis-2603 188 17 of of ADP fis-2603 188 18 the the DET fis-2603 188 19 mean mean ADJ fis-2603 188 20 failure failure NOUN fis-2603 188 21 envelope envelope NOUN fis-2603 188 22 . . PUNCT fis-2603 189 1 sample sample NOUN fis-2603 189 2 γς2 γς2 PROPN fis-2603 190 1 ( ( PUNCT fis-2603 190 2 5 5 NUM fis-2603 190 3 m m NOUN fis-2603 190 4 ) ) PUNCT fis-2603 190 5 γ1 γ1 NOUN fis-2603 190 6 ( ( PUNCT fis-2603 190 7 2 2 NUM fis-2603 190 8 m m NOUN fis-2603 190 9 ) ) PUNCT fis-2603 190 10 γ1 γ1 NOUN fis-2603 190 11 ( ( PUNCT fis-2603 190 12 3.5 3.5 NUM fis-2603 190 13 m m NOUN fis-2603 190 14 ) ) PUNCT fis-2603 190 15 γς13 γς13 PROPN fis-2603 190 16 ( ( PUNCT fis-2603 190 17 17 17 NUM fis-2603 190 18 m m NOUN fis-2603 190 19 ) ) PUNCT fis-2603 190 20 γ1 γ1 NOUN fis-2603 190 21 ( ( PUNCT fis-2603 190 22 18 18 NUM fis-2603 190 23 m m NOUN fis-2603 190 24 ) ) PUNCT fis-2603 190 25 σ3 σ3 PROPN fis-2603 190 26 ( ( PUNCT fis-2603 190 27 kpa kpa PROPN fis-2603 190 28 ) ) PUNCT fis-2603 191 1 117.72 117.72 NUM fis-2603 191 2 155.98 155.98 NUM fis-2603 191 3 219.74 219.74 NUM fis-2603 191 4 62 62 NUM fis-2603 191 5 110 110 NUM fis-2603 191 6 304 304 NUM fis-2603 191 7 95 95 NUM fis-2603 191 8 158 158 NUM fis-2603 191 9 383 383 NUM fis-2603 191 10 110.85 110.85 NUM fis-2603 191 11 200.12 200.12 NUM fis-2603 191 12 245.25 245.25 NUM fis-2603 191 13 104 104 NUM fis-2603 191 14 210 210 NUM fis-2603 191 15 427 427 NUM fis-2603 191 16 σ1 σ1 NOUN fis-2603 191 17 ( ( PUNCT fis-2603 191 18 kpa kpa PROPN fis-2603 191 19 ) ) PUNCT fis-2603 191 20 448.32 448.32 NUM fis-2603 191 21 591.54 591.54 NUM fis-2603 191 22 736.73 736.73 NUM fis-2603 191 23 375 375 NUM fis-2603 191 24 606 606 NUM fis-2603 191 25 1488 1488 NUM fis-2603 191 26 475 475 NUM fis-2603 191 27 506 506 NUM fis-2603 191 28 1383 1383 NUM fis-2603 191 29 593.51 593.51 NUM fis-2603 191 30 884.86 884.86 NUM fis-2603 191 31 1044.77 1044.77 NUM fis-2603 191 32 514 514 NUM fis-2603 191 33 785 785 NUM fis-2603 191 34 1339 1339 NUM fis-2603 191 35 s s PART fis-2603 191 36 ( ( PUNCT fis-2603 191 37 kpa kpa PROPN fis-2603 191 38 ) ) PUNCT fis-2603 191 39 283 283 NUM fis-2603 191 40 374 374 NUM fis-2603 191 41 478 478 NUM fis-2603 191 42 219 219 NUM fis-2603 191 43 358 358 NUM fis-2603 191 44 896 896 NUM fis-2603 191 45 285 285 NUM fis-2603 191 46 332 332 NUM fis-2603 191 47 883 883 NUM fis-2603 191 48 352 352 NUM fis-2603 191 49 542 542 NUM fis-2603 191 50 645 645 NUM fis-2603 191 51 309 309 NUM fis-2603 191 52 498 498 NUM fis-2603 191 53 883 883 NUM fis-2603 191 54 t t PROPN fis-2603 191 55 ( ( PUNCT fis-2603 191 56 kpa kpa PROPN fis-2603 191 57 ) ) PUNCT fis-2603 191 58 165 165 NUM fis-2603 191 59 218 218 NUM fis-2603 191 60 258 258 NUM fis-2603 191 61 157 157 NUM fis-2603 191 62 248 248 NUM fis-2603 191 63 592 592 NUM fis-2603 191 64 190 190 NUM fis-2603 191 65 174 174 NUM fis-2603 191 66 500 500 NUM fis-2603 191 67 241 241 NUM fis-2603 191 68 342 342 NUM fis-2603 191 69 400 400 NUM fis-2603 191 70 205 205 NUM fis-2603 191 71 288 288 NUM fis-2603 191 72 456 456 NUM fis-2603 191 73 table table NOUN fis-2603 191 74 3.1 3.1 NUM fis-2603 191 75 : : PUNCT fis-2603 191 76 typical typical ADJ fis-2603 191 77 triaxial triaxial ADJ fis-2603 191 78 compression compression NOUN fis-2603 191 79 data datum NOUN fis-2603 191 80 from from ADP fis-2603 191 81 herakleion herakleion NOUN fis-2603 191 82 marl marl NOUN fis-2603 191 83 ( ( PUNCT fis-2603 191 84 [ [ X fis-2603 191 85 12 12 NUM fis-2603 191 86 ] ] NUM fis-2603 191 87 ) ) PUNCT fis-2603 191 88 . . PUNCT fis-2603 192 1 sample sample PROPN fis-2603 192 2 γ1 γ1 PROPN fis-2603 192 3 ( ( PUNCT fis-2603 192 4 6 6 NUM fis-2603 192 5 m m NOUN fis-2603 192 6 ) ) PUNCT fis-2603 192 7 γς2 γς2 NOUN fis-2603 192 8 ( ( PUNCT fis-2603 192 9 9 9 NUM fis-2603 192 10 m m NOUN fis-2603 192 11 ) ) PUNCT fis-2603 192 12 γς13 γς13 PROPN fis-2603 192 13 ( ( PUNCT fis-2603 192 14 24 24 NUM fis-2603 192 15 m m NOUN fis-2603 192 16 ) ) PUNCT fis-2603 192 17 γ3 γ3 NOUN fis-2603 192 18 ( ( PUNCT fis-2603 192 19 12.5 12.5 NUM fis-2603 192 20 m m NOUN fis-2603 192 21 ) ) PUNCT fis-2603 192 22 σ3 σ3 PROPN fis-2603 192 23 ( ( PUNCT fis-2603 192 24 kpa kpa PROPN fis-2603 192 25 ) ) PUNCT fis-2603 192 26 79 79 NUM fis-2603 192 27 146 146 NUM fis-2603 192 28 265 265 NUM fis-2603 192 29 119.68 119.68 NUM fis-2603 192 30 258.98 258.98 NUM fis-2603 192 31 346.29 346.29 NUM fis-2603 192 32 73.57 73.57 NUM fis-2603 192 33 141.26 141.26 NUM fis-2603 192 34 162.85 162.85 NUM fis-2603 192 35 52 52 NUM fis-2603 192 36 139 139 NUM fis-2603 192 37 222 222 NUM fis-2603 192 38 σ1 σ1 NOUN fis-2603 192 39 ( ( PUNCT fis-2603 192 40 kpa kpa PROPN fis-2603 192 41 ) ) PUNCT fis-2603 192 42 365 365 NUM fis-2603 192 43 618 618 NUM fis-2603 192 44 997 997 NUM fis-2603 192 45 640.59 640.59 NUM fis-2603 192 46 1056.54 1056.54 NUM fis-2603 192 47 1339.07 1339.07 NUM fis-2603 192 48 429.68 429.68 NUM fis-2603 192 49 587.62 587.62 NUM fis-2603 192 50 750.47 750.47 NUM fis-2603 192 51 672 672 NUM fis-2603 192 52 819 819 NUM fis-2603 192 53 1004 1004 NUM fis-2603 192 54 s s PART fis-2603 192 55 ( ( PUNCT fis-2603 192 56 kpa kpa PROPN fis-2603 192 57 ) ) PUNCT fis-2603 192 58 222 222 NUM fis-2603 192 59 382 382 NUM fis-2603 192 60 631 631 NUM fis-2603 192 61 380 380 NUM fis-2603 192 62 658 658 NUM fis-2603 192 63 843 843 NUM fis-2603 192 64 252 252 NUM fis-2603 192 65 364 364 NUM fis-2603 192 66 457 457 NUM fis-2603 192 67 362 362 NUM fis-2603 192 68 479 479 NUM fis-2603 192 69 613 613 NUM fis-2603 192 70 t t PROPN fis-2603 192 71 ( ( PUNCT fis-2603 192 72 kpa kpa PROPN fis-2603 192 73 ) ) PUNCT fis-2603 192 74 143 143 NUM fis-2603 192 75 236 236 NUM fis-2603 192 76 366 366 NUM fis-2603 192 77 260 260 NUM fis-2603 192 78 399 399 NUM fis-2603 192 79 496 496 NUM fis-2603 192 80 178 178 NUM fis-2603 192 81 223 223 NUM fis-2603 192 82 294 294 NUM fis-2603 192 83 310 310 NUM fis-2603 192 84 340 340 NUM fis-2603 192 85 391 391 NUM fis-2603 192 86 table table NOUN fis-2603 192 87 3.2 3.2 NUM fis-2603 192 88 : : PUNCT fis-2603 192 89 typical typical ADJ fis-2603 192 90 triaxial triaxial ADJ fis-2603 192 91 compression compression NOUN fis-2603 192 92 data datum NOUN fis-2603 192 93 from from ADP fis-2603 192 94 herakleion herakleion NOUN fis-2603 192 95 marl marl NOUN fis-2603 192 96 ( ( PUNCT fis-2603 192 97 [ [ X fis-2603 192 98 12 12 NUM fis-2603 192 99 ] ] PUNCT fis-2603 192 100 ) ) PUNCT fis-2603 192 101 . . PUNCT fis-2603 192 102 0 0 NUM fis-2603 193 1 200 200 NUM fis-2603 193 2 400 400 NUM fis-2603 193 3 600 600 NUM fis-2603 193 4 0 0 NUM fis-2603 193 5 200 200 NUM fis-2603 193 6 400 400 NUM fis-2603 193 7 600 600 NUM fis-2603 193 8 800 800 NUM fis-2603 193 9 1000 1000 NUM fis-2603 193 10 1200 1200 NUM fis-2603 193 11 1400 1400 NUM fis-2603 193 12 1600 1600 NUM fis-2603 193 13 σ σ NOUN fis-2603 193 14 3 3 NUM fis-2603 193 15 ( ( PUNCT fis-2603 193 16 k k PROPN fis-2603 193 17 p p X fis-2603 193 18 a a PRON fis-2603 193 19 ) ) PUNCT fis-2603 193 20 σ1 σ1 PROPN fis-2603 193 21 ( ( PUNCT fis-2603 193 22 kpa kpa PROPN fis-2603 193 23 ) ) PUNCT fis-2603 193 24 experimental experimental ADJ fis-2603 193 25     SPACE fis-2603 193 26 results result NOUN fis-2603 193 27 best well ADV fis-2603 193 28     SPACE fis-2603 193 29 estimate estimate NOUN fis-2603 193 30 characteristic characteristic NOUN fis-2603 193 31     SPACE fis-2603 193 32 1 1 NUM fis-2603 193 33 ( ( PUNCT fis-2603 193 34 form form NOUN fis-2603 193 35 ) ) PUNCT fis-2603 193 36 characteristic characteristic NOUN fis-2603 193 37     SPACE fis-2603 193 38 2 2 NUM fis-2603 193 39 ( ( PUNCT fis-2603 193 40 envelope envelope NOUN fis-2603 193 41     SPACE fis-2603 193 42 for for ADP fis-2603 193 43     SPACE fis-2603 193 44 p>5 p>5 NOUN fis-2603 193 45 % % NOUN fis-2603 193 46 ) ) PUNCT fis-2603 194 1 characteristic characteristic NOUN fis-2603 194 2     SPACE fis-2603 194 3 2 2 NUM fis-2603 194 4 ( ( PUNCT fis-2603 194 5 linear linear ADJ fis-2603 194 6     SPACE fis-2603 194 7 regression regression NOUN fis-2603 194 8 ) ) PUNCT fis-2603 194 9 figure figure NOUN fis-2603 194 10 5 5 NUM fis-2603 194 11 : : PUNCT fis-2603 194 12 statistical statistical ADJ fis-2603 194 13 evaluation evaluation NOUN fis-2603 194 14 of of ADP fis-2603 194 15 the the DET fis-2603 194 16 experimental experimental ADJ fis-2603 194 17 results result NOUN fis-2603 194 18 of of ADP fis-2603 194 19 table table NOUN fis-2603 194 20 3 3 NUM fis-2603 194 21 . . PUNCT fis-2603 195 1 g. g. PROPN fis-2603 195 2 belokas belokas PROPN fis-2603 195 3 , , PUNCT fis-2603 195 4 frattura frattura PROPN fis-2603 195 5 ed ed PROPN fis-2603 195 6 integrità integrità PROPN fis-2603 195 7 strutturale strutturale PROPN fis-2603 195 8 , , PUNCT fis-2603 195 9 50 50 NUM fis-2603 195 10 ( ( PUNCT fis-2603 195 11 2019 2019 NUM fis-2603 195 12 ) ) PUNCT fis-2603 195 13 354 354 NUM fis-2603 195 14 - - SYM fis-2603 195 15 369 369 NUM fis-2603 195 16 ; ; PUNCT fis-2603 195 17 doi doi NOUN fis-2603 195 18 : : PUNCT fis-2603 195 19 10.3221 10.3221 NUM fis-2603 195 20 / / SYM fis-2603 195 21 igf igf PROPN fis-2603 195 22 - - PUNCT fis-2603 195 23 esis.50.30 esis.50.30 PROPN fis-2603 195 24 362 362 NUM fis-2603 195 25 treating treat VERB fis-2603 195 26 each each DET fis-2603 195 27 sample sample NOUN fis-2603 195 28 separately separately ADV fis-2603 195 29 we we PRON fis-2603 195 30 get get VERB fis-2603 195 31 the the DET fis-2603 195 32 mohr mohr PROPN fis-2603 195 33 – – PUNCT fis-2603 195 34 coulomb coulomb NOUN fis-2603 195 35 failure failure NOUN fis-2603 195 36 envelope envelope NOUN fis-2603 195 37 constants constant NOUN fis-2603 195 38 of of ADP fis-2603 195 39 table table NOUN fis-2603 195 40 4 4 NUM fis-2603 195 41 ( ( PUNCT fis-2603 195 42 sample sample NOUN fis-2603 195 43 size size NOUN fis-2603 195 44 n=9 n=9 PROPN fis-2603 195 45 ) ) PUNCT fis-2603 195 46 , , PUNCT fis-2603 195 47 which which PRON fis-2603 195 48 are be AUX fis-2603 195 49 represented represent VERB fis-2603 195 50 in in ADP fis-2603 195 51 fig.6 fig.6 PROPN fis-2603 195 52 by by ADP fis-2603 195 53 the the DET fis-2603 195 54 thin thin ADJ fis-2603 195 55 coloured coloured ADJ fis-2603 195 56 lines line NOUN fis-2603 195 57 , , PUNCT fis-2603 195 58 in in ADP fis-2603 195 59 the the DET fis-2603 195 60 classic classic ADJ fis-2603 195 61 τ τ PROPN fis-2603 195 62 – – PUNCT fis-2603 195 63 σn σn PROPN fis-2603 195 64 mohr mohr PROPN fis-2603 195 65 – – PUNCT fis-2603 195 66 coulomb coulomb NOUN fis-2603 195 67 diagram diagram NOUN fis-2603 195 68 . . PUNCT fis-2603 196 1 again again ADV fis-2603 196 2 the the DET fis-2603 196 3 remaining remain VERB fis-2603 196 4 characteristic characteristic ADJ fis-2603 196 5 envelopes envelope NOUN fis-2603 196 6 of of ADP fis-2603 196 7 fig.6 fig.6 PROPN fis-2603 196 8 are be AUX fis-2603 196 9 explained explain VERB fis-2603 196 10 next next ADV fis-2603 196 11 . . PUNCT fis-2603 197 1 alternatively alternatively ADV fis-2603 197 2 , , PUNCT fis-2603 197 3 for for ADP fis-2603 197 4 the the DET fis-2603 197 5 characteristic characteristic ADJ fis-2603 197 6 envelope envelope NOUN fis-2603 197 7 we we PRON fis-2603 197 8 can can AUX fis-2603 197 9 apply apply VERB fis-2603 197 10 a a DET fis-2603 197 11 t t NOUN fis-2603 197 12 - - PUNCT fis-2603 197 13 student student NOUN fis-2603 197 14 distribution distribution NOUN fis-2603 197 15 into into ADP fis-2603 197 16 the the DET fis-2603 197 17 y(x y(x NOUN fis-2603 197 18 ) ) PUNCT fis-2603 197 19 estimate estimate NOUN fis-2603 197 20 ( ( PUNCT fis-2603 197 21 i.e. i.e. X fis-2603 197 22 the the DET fis-2603 197 23 predicted predict VERB fis-2603 197 24 σ1 σ1 PROPN fis-2603 197 25 for for ADP fis-2603 197 26 given give VERB fis-2603 197 27 σ3 σ3 PROPN fis-2603 197 28 , , PUNCT fis-2603 197 29 given give VERB fis-2603 197 30 by by ADP fis-2603 197 31 eq.(27 eq.(27 PROPN fis-2603 197 32 ) ) PUNCT fis-2603 197 33 ) ) PUNCT fis-2603 198 1 for for ADP fis-2603 198 2 a a DET fis-2603 198 3 p=5 p=5 NOUN fis-2603 198 4 % % NOUN fis-2603 198 5 probability probability NOUN fis-2603 198 6 ( ( PUNCT fis-2603 198 7 i.e. i.e. X fis-2603 198 8 tp tp NOUN fis-2603 198 9 , , PUNCT fis-2603 198 10 n-2=1.70814 n-2=1.70814 NOUN fis-2603 198 11 ) ) PUNCT fis-2603 198 12 and and CCONJ fis-2603 198 13 n-2 n-2 PROPN fis-2603 198 14 dof dof NOUN fis-2603 198 15 . . PUNCT fis-2603 199 1 in in ADP fis-2603 199 2 fig fig NOUN fis-2603 199 3 . . PUNCT fis-2603 200 1 5 5 NUM fis-2603 200 2 the the DET fis-2603 200 3 characteristic characteristic ADJ fis-2603 200 4 2 2 NUM fis-2603 200 5 line line NOUN fis-2603 200 6 shows show VERB fis-2603 200 7 the the DET fis-2603 200 8 σ1 σ1 PROPN fis-2603 200 9 , , PUNCT fis-2603 200 10 σ3 σ3 NOUN fis-2603 200 11 graph graph NOUN fis-2603 200 12 of of ADP fis-2603 200 13 the the DET fis-2603 200 14 characteristic characteristic ADJ fis-2603 200 15 envelope envelope NOUN fis-2603 200 16 from from ADP fis-2603 200 17 eq.(27 eq.(27 PROPN fis-2603 200 18 ) ) PUNCT fis-2603 200 19 for for ADP fis-2603 200 20 a a DET fis-2603 200 21 p=5 p=5 NOUN fis-2603 200 22 % % NOUN fis-2603 200 23 . . PUNCT fis-2603 201 1 this this DET fis-2603 201 2 characteristic characteristic ADJ fis-2603 201 3 envelope envelope NOUN fis-2603 201 4 is be AUX fis-2603 201 5 non non ADJ fis-2603 201 6 – – PUNCT fis-2603 201 7 linear linear ADJ fis-2603 201 8 and and CCONJ fis-2603 201 9 a a DET fis-2603 201 10 linear linear ADJ fis-2603 201 11 regression regression NOUN fis-2603 201 12 leads lead VERB fis-2603 201 13 to to ADP fis-2603 201 14 characteristic characteristic ADJ fis-2603 201 15 values value NOUN fis-2603 201 16 ak=190.36 ak=190.36 X fis-2603 201 17 kpa kpa PROPN fis-2603 201 18 and and CCONJ fis-2603 201 19 bk=2.92550 bk=2.92550 NOUN fis-2603 201 20 for for ADP fis-2603 201 21 eq.(5 eq.(5 NOUN fis-2603 201 22 ) ) PUNCT fis-2603 201 23 and and CCONJ fis-2603 201 24 then then ADV fis-2603 201 25 ck2=55.6 ck2=55.6 PROPN fis-2603 201 26 kpa kpa PROPN fis-2603 201 27 and and CCONJ fis-2603 201 28 ( ( PUNCT fis-2603 201 29 tanφ)k2=0.56287 tanφ)k2=0.56287 PROPN fis-2603 201 30 for for ADP fis-2603 201 31 the the DET fis-2603 201 32 mohr mohr PROPN fis-2603 201 33 – – PUNCT fis-2603 201 34 coulomb coulomb NOUN fis-2603 201 35 failure failure NOUN fis-2603 201 36 criterion criterion NOUN fis-2603 201 37 ( ( PUNCT fis-2603 201 38 figs.(5,6 figs.(5,6 NUM fis-2603 201 39 ) ) PUNCT fis-2603 201 40 , , PUNCT fis-2603 201 41 characteristic characteristic ADJ fis-2603 201 42 2 2 NUM fis-2603 201 43 ) ) PUNCT fis-2603 201 44 . . PUNCT fis-2603 202 1 taking take VERB fis-2603 202 2 into into ADP fis-2603 202 3 account account NOUN fis-2603 202 4 the the DET fis-2603 202 5 results result NOUN fis-2603 202 6 for for ADP fis-2603 202 7 the the DET fis-2603 202 8 direct direct ADJ fis-2603 202 9 shear shear NOUN fis-2603 202 10 test test NOUN fis-2603 202 11 , , PUNCT fis-2603 202 12 it it PRON fis-2603 202 13 is be AUX fis-2603 202 14 obvious obvious ADJ fis-2603 202 15 that that SCONJ fis-2603 202 16 eq.(18 eq.(18 NOUN fis-2603 202 17 ) ) PUNCT fis-2603 202 18 or or CCONJ fis-2603 202 19 eq.(27 eq.(27 PROPN fis-2603 202 20 ) ) PUNCT fis-2603 202 21 systematically systematically ADV fis-2603 202 22 gives give VERB fis-2603 202 23 a a DET fis-2603 202 24 more more ADV fis-2603 202 25 optimistic optimistic ADJ fis-2603 202 26 characteristic characteristic ADJ fis-2603 202 27 envelope envelope NOUN fis-2603 202 28 than than ADP fis-2603 202 29 the the DET fis-2603 202 30 one one NUM fis-2603 202 31 computed compute VERB fis-2603 202 32 based base VERB fis-2603 202 33 on on ADP fis-2603 202 34 mean mean ADJ fis-2603 202 35 values value NOUN fis-2603 202 36 and and CCONJ fis-2603 202 37 uncertainty uncertainty NOUN fis-2603 202 38 calculation calculation NOUN fis-2603 202 39 of of ADP fis-2603 202 40 c c PROPN fis-2603 202 41 and and CCONJ fis-2603 202 42 tanφ tanφ PROPN fis-2603 202 43 . . PUNCT fis-2603 203 1 however however ADV fis-2603 203 2 , , PUNCT fis-2603 203 3 this this DET fis-2603 203 4 approach approach NOUN fis-2603 203 5 does do AUX fis-2603 203 6 not not PART fis-2603 203 7 take take VERB fis-2603 203 8 into into ADP fis-2603 203 9 account account NOUN fis-2603 203 10 the the DET fis-2603 203 11 error error NOUN fis-2603 203 12 propagation propagation NOUN fis-2603 203 13 to to PART fis-2603 203 14 calculate calculate VERB fis-2603 203 15 the the DET fis-2603 203 16 uncertainties uncertainty NOUN fis-2603 203 17 . . PUNCT fis-2603 204 1 sample sample NOUN fis-2603 204 2 mean mean VERB fis-2603 204 3 γς2 γς2 PROPN fis-2603 204 4 ( ( PUNCT fis-2603 204 5 5 5 NUM fis-2603 204 6 m m NOUN fis-2603 204 7 ) ) PUNCT fis-2603 204 8 γ1 γ1 NOUN fis-2603 204 9 ( ( PUNCT fis-2603 204 10 2 2 NUM fis-2603 204 11 m m NOUN fis-2603 204 12 ) ) PUNCT fis-2603 204 13 γ1 γ1 NOUN fis-2603 204 14 ( ( PUNCT fis-2603 204 15 3.5 3.5 NUM fis-2603 204 16 m m NOUN fis-2603 204 17 ) ) PUNCT fis-2603 205 1 γς13 γς13 PROPN fis-2603 205 2 ( ( PUNCT fis-2603 205 3 17 17 NUM fis-2603 205 4 m m NOUN fis-2603 205 5 ) ) PUNCT fis-2603 205 6 γ1 γ1 NOUN fis-2603 205 7 ( ( PUNCT fis-2603 205 8 18 18 NUM fis-2603 205 9 m m NOUN fis-2603 205 10 ) ) PUNCT fis-2603 205 11 γ1 γ1 NOUN fis-2603 205 12 ( ( PUNCT fis-2603 205 13 6 6 NUM fis-2603 205 14 m m NOUN fis-2603 205 15 ) ) PUNCT fis-2603 205 16 γς2 γς2 NOUN fis-2603 205 17 ( ( PUNCT fis-2603 205 18 9 9 NUM fis-2603 205 19 m m NOUN fis-2603 205 20 ) ) PUNCT fis-2603 205 21 γς13 γς13 PROPN fis-2603 205 22 ( ( PUNCT fis-2603 205 23 24 24 NUM fis-2603 205 24 m m NOUN fis-2603 205 25 ) ) PUNCT fis-2603 205 26 γ3 γ3 NOUN fis-2603 205 27 ( ( PUNCT fis-2603 205 28 12.5 12.5 NUM fis-2603 205 29 m m NOUN fis-2603 205 30 ) ) PUNCT fis-2603 205 31 c c PROPN fis-2603 205 32 ( ( PUNCT fis-2603 205 33 kpa kpa PROPN fis-2603 205 34 ) ) PUNCT fis-2603 205 35 64.34 64.34 NUM fis-2603 205 36 40.99 40.99 NUM fis-2603 205 37 22.34 22.34 NUM fis-2603 205 38 21.24 21.24 NUM fis-2603 205 39 60.41 60.41 NUM fis-2603 205 40 77.75 77.75 NUM fis-2603 205 41 29.69 29.69 NUM fis-2603 205 42 76.83 76.83 NUM fis-2603 205 43 48.20 48.20 NUM fis-2603 205 44 201.58 201.58 NUM fis-2603 205 45 tanφ tanφ X fis-2603 205 46 0.59415 0.59415 NUM fis-2603 205 47 0.53191 0.53191 NUM fis-2603 205 48 0.83698 0.83698 NUM fis-2603 205 49 0.64201 0.64201 NUM fis-2603 205 50 0.64099 0.64099 NUM fis-2603 205 51 0.4862 0.4862 NUM fis-2603 205 52 0.64606 0.64606 NUM fis-2603 205 53 0.59134 0.59134 NUM fis-2603 205 54 0.63149 0.63149 NUM fis-2603 205 55 0.34038 0.34038 NUM fis-2603 205 56 φ φ X fis-2603 205 57 ( ( PUNCT fis-2603 205 58 ο ο NOUN fis-2603 205 59 ) ) PUNCT fis-2603 205 60 30.42 30.42 NUM fis-2603 205 61 28.01 28.01 NUM fis-2603 205 62 39.93 39.93 NUM fis-2603 205 63 32.70 32.70 NUM fis-2603 205 64 32.66 32.66 NUM fis-2603 205 65 25.93 25.93 NUM fis-2603 205 66 32.86 32.86 NUM fis-2603 205 67 30.60 30.60 NUM fis-2603 205 68 32.27 32.27 NUM fis-2603 205 69 18.78 18.78 NUM fis-2603 205 70 table table NOUN fis-2603 205 71 4 4 NUM fis-2603 205 72 : : PUNCT fis-2603 205 73 application application NOUN fis-2603 205 74 of of ADP fis-2603 205 75 t t PROPN fis-2603 205 76 – – PUNCT fis-2603 205 77 test test NOUN fis-2603 205 78 on on ADP fis-2603 205 79 the the DET fis-2603 205 80 values value NOUN fis-2603 205 81 of of ADP fis-2603 205 82 the the DET fis-2603 205 83 observed observed ADJ fis-2603 205 84 τ τ PROPN fis-2603 205 85 for for ADP fis-2603 205 86 each each DET fis-2603 205 87 σn σn PROPN fis-2603 205 88 . . PROPN fis-2603 205 89 figure figure NOUN fis-2603 205 90 6 6 NUM fis-2603 205 91 : : PUNCT fis-2603 205 92 characteristic characteristic ADJ fis-2603 205 93 and and CCONJ fis-2603 205 94 best good ADJ fis-2603 205 95 estimate estimate VERB fis-2603 205 96 mohr mohr PROPN fis-2603 205 97 – – PUNCT fis-2603 205 98 coulomb coulomb NOUN fis-2603 205 99 failure failure NOUN fis-2603 205 100 envelopes envelope NOUN fis-2603 205 101 superimposed superimpose VERB fis-2603 205 102 on on ADP fis-2603 205 103 the the DET fis-2603 205 104 mohr mohr PROPN fis-2603 205 105 – – PUNCT fis-2603 205 106 coulomb coulomb NOUN fis-2603 205 107 failure failure NOUN fis-2603 205 108 envelopes envelope NOUN fis-2603 205 109 of of ADP fis-2603 205 110 each each DET fis-2603 205 111 sample sample NOUN fis-2603 205 112 . . PUNCT fis-2603 206 1   NOUN fis-2603 206 2   PUNCT fis-2603 206 3   NOUN fis-2603 206 4   PUNCT fis-2603 206 5   NOUN fis-2603 206 6   PROPN fis-2603 206 7 2 2 NUM fis-2603 206 8 3 3 NUM fis-2603 206 9 32 32 NUM fis-2603 206 10 1 1 NUM fis-2603 206 11 3 3 NUM fis-2603 206 12 2 2 NUM fis-2603 206 13 2 2 NUM fis-2603 206 14 1 1 NUM fis-2603 206 15 3 3 NUM fis-2603 206 16 3 3 NUM fis-2603 206 17 1 1 NUM fis-2603 206 18 1 1 NUM fis-2603 206 19 1 1 NUM fis-2603 206 20 2 2 NUM fis-2603 206 21   NOUN fis-2603 206 22   NUM fis-2603 206 23   PROPN fis-2603 206 24   NOUN fis-2603 206 25   NOUN fis-2603 206 26   X fis-2603 206 27   PROPN fis-2603 206 28   PROPN fis-2603 206 29   X fis-2603 206 30   PROPN fis-2603 206 31   NOUN fis-2603 206 32   PROPN fis-2603 206 33   PROPN fis-2603 206 34   PROPN fis-2603 206 35   PROPN fis-2603 206 36   NOUN fis-2603 206 37   NOUN fis-2603 206 38   NOUN fis-2603 206 39   PROPN fis-2603 206 40   PROPN fis-2603 206 41   PROPN fis-2603 206 42   X fis-2603 206 43   X fis-2603 206 44 n n PRON fis-2603 206 45 m m VERB fis-2603 206 46 m m VERB fis-2603 206 47 n n PRON fis-2603 206 48 j j PROPN fis-2603 206 49 n n CCONJ fis-2603 206 50 j j PROPN fis-2603 207 1 i i PRON fis-2603 207 2 i i PRON fis-2603 207 3 a a DET fis-2603 207 4 b b PROPN fis-2603 207 5 t t PROPN fis-2603 207 6 n n CCONJ fis-2603 207 7 n n CCONJ fis-2603 207 8   CCONJ fis-2603 207 9   X fis-2603 207 10   X fis-2603 207 11   PROPN fis-2603 207 12   NOUN fis-2603 207 13   X fis-2603 207 14   X fis-2603 207 15 ( ( PUNCT fis-2603 207 16 27 27 NUM fis-2603 207 17 ) ) PUNCT fis-2603 207 18 an an DET fis-2603 207 19 alternative alternative NOUN fis-2603 207 20 for for ADP fis-2603 207 21 the the DET fis-2603 207 22 characteristic characteristic ADJ fis-2603 207 23 envelope envelope NOUN fis-2603 207 24 is be AUX fis-2603 207 25 to to PART fis-2603 207 26 compute compute VERB fis-2603 207 27 first first ADV fis-2603 207 28 the the DET fis-2603 207 29 characteristic characteristic ADJ fis-2603 207 30 values value NOUN fis-2603 207 31 of of ADP fis-2603 207 32 a a DET fis-2603 207 33 and and CCONJ fis-2603 207 34 b b NOUN fis-2603 207 35 constants constant NOUN fis-2603 207 36 by by ADP fis-2603 207 37 applying apply VERB fis-2603 207 38 a a DET fis-2603 207 39 t t NOUN fis-2603 207 40 - - PUNCT fis-2603 207 41 student student NOUN fis-2603 207 42 distribution distribution NOUN fis-2603 207 43 ( ( PUNCT fis-2603 207 44 i.e. i.e. X fis-2603 207 45 ak ak PROPN fis-2603 207 46 = = NOUN fis-2603 207 47 am am NOUN fis-2603 207 48 - - PUNCT fis-2603 207 49 tp tp NOUN fis-2603 207 50 , , PUNCT fis-2603 207 51 n-2sea n-2sea NOUN fis-2603 207 52 and and CCONJ fis-2603 207 53 bk bk NOUN fis-2603 207 54 = = PROPN fis-2603 207 55 bm bm PROPN fis-2603 207 56 - - NOUN fis-2603 207 57 tp tp NOUN fis-2603 207 58 , , PUNCT fis-2603 207 59 n-2seb n-2seb NOUN fis-2603 207 60 ) ) PUNCT fis-2603 207 61 for for ADP fis-2603 207 62 p=5 p=5 NOUN fis-2603 207 63 % % NOUN fis-2603 207 64 and and CCONJ fis-2603 207 65 n-2 n-2 NOUN fis-2603 207 66 dof dof NOUN fis-2603 207 67 and and CCONJ fis-2603 207 68 then then ADV fis-2603 207 69 apply apply VERB fis-2603 207 70 eqs.(20,19 eqs.(20,19 NOUN fis-2603 207 71 ) ) PUNCT fis-2603 207 72 to to PART fis-2603 207 73 compute compute VERB fis-2603 207 74 the the DET fis-2603 207 75 mohr mohr PROPN fis-2603 207 76 – – PUNCT fis-2603 207 77 coulomb coulomb NOUN fis-2603 207 78 characteristic characteristic ADJ fis-2603 207 79 constants constant NOUN fis-2603 207 80 ck ck ADJ fis-2603 208 1 and and CCONJ fis-2603 208 2 ( ( PUNCT fis-2603 208 3 tanφ)k tanφ)k PROPN fis-2603 208 4 . . PUNCT fis-2603 209 1 this this DET fis-2603 209 2 approach approach NOUN fis-2603 209 3 , , PUNCT fis-2603 209 4 which which PRON fis-2603 209 5 does do AUX fis-2603 209 6 not not PART fis-2603 209 7 take take VERB fis-2603 209 8 into into ADP fis-2603 209 9 account account NOUN fis-2603 209 10 the the DET fis-2603 209 11 error error NOUN fis-2603 209 12 propagation propagation NOUN fis-2603 209 13 , , PUNCT fis-2603 209 14 leads lead VERB fis-2603 209 15 to to ADP fis-2603 209 16 ak=139.86 ak=139.86 PROPN fis-2603 209 17 kpa kpa PROPN fis-2603 209 18 and and CCONJ fis-2603 209 19 bk=2.58981 bk=2.58981 VERB fis-2603 209 20 constants constant NOUN fis-2603 209 21 of of ADP fis-2603 209 22 eq.(6 eq.(6 NOUN fis-2603 209 23 ) ) PUNCT fis-2603 209 24 ( ( PUNCT fis-2603 209 25 fig.5 fig.5 PROPN fis-2603 209 26 , , PUNCT fis-2603 209 27 characteristic characteristic ADJ fis-2603 209 28 3 3 NUM fis-2603 209 29 ) ) PUNCT fis-2603 209 30 and and CCONJ fis-2603 209 31 to to ADP fis-2603 209 32 ck3=43.4 ck3=43.4 PROPN fis-2603 209 33 kpa kpa PROPN fis-2603 209 34 and and CCONJ fis-2603 209 35 ( ( PUNCT fis-2603 209 36 tanφ)k3=0.493949 tanφ)k3=0.493949 PROPN fis-2603 209 37 constants constant NOUN fis-2603 209 38 of of ADP fis-2603 209 39 the the DET fis-2603 209 40 mohr mohr PROPN fis-2603 209 41 – – PUNCT fis-2603 209 42 coulomb coulomb NOUN fis-2603 209 43 failure failure NOUN fis-2603 209 44 criterion criterion NOUN fis-2603 209 45 ( ( PUNCT fis-2603 209 46 fig.6 fig.6 PROPN fis-2603 209 47 , , PUNCT fis-2603 209 48 characteristic characteristic ADJ fis-2603 209 49 3 3 NUM fis-2603 209 50 ) ) PUNCT fis-2603 209 51 . . PUNCT fis-2603 210 1 g. g. PROPN fis-2603 210 2 belokas belokas PROPN fis-2603 210 3 , , PUNCT fis-2603 210 4 frattura frattura PROPN fis-2603 210 5 ed ed PROPN fis-2603 210 6 integrità integrità PROPN fis-2603 210 7 strutturale strutturale PROPN fis-2603 210 8 , , PUNCT fis-2603 210 9 50 50 NUM fis-2603 210 10 ( ( PUNCT fis-2603 210 11 2019 2019 NUM fis-2603 210 12 ) ) PUNCT fis-2603 210 13 354 354 NUM fis-2603 210 14 - - SYM fis-2603 210 15 369 369 NUM fis-2603 210 16 ; ; PUNCT fis-2603 210 17 doi doi NOUN fis-2603 210 18 : : PUNCT fis-2603 210 19 10.3221 10.3221 NUM fis-2603 210 20 / / SYM fis-2603 210 21 igf igf PROPN fis-2603 210 22 - - PUNCT fis-2603 210 23 esis.50.30 esis.50.30 PROPN fis-2603 210 24 363 363 NUM fis-2603 210 25 finally finally ADV fis-2603 210 26 , , PUNCT fis-2603 210 27 as as SCONJ fis-2603 210 28 it it PRON fis-2603 210 29 was be AUX fis-2603 210 30 applied apply VERB fis-2603 210 31 for for ADP fis-2603 210 32 the the DET fis-2603 210 33 direct direct ADJ fis-2603 210 34 shear shear NOUN fis-2603 210 35 test test NOUN fis-2603 210 36 , , PUNCT fis-2603 210 37 a a DET fis-2603 210 38 common common ADJ fis-2603 210 39 approach approach NOUN fis-2603 210 40 in in ADP fis-2603 210 41 engineering engineering NOUN fis-2603 210 42 practice practice NOUN fis-2603 210 43 for for ADP fis-2603 210 44 the the DET fis-2603 210 45 estimation estimation NOUN fis-2603 210 46 of of ADP fis-2603 210 47 all all DET fis-2603 210 48 statistical statistical ADJ fis-2603 210 49 measures measure NOUN fis-2603 210 50 of of ADP fis-2603 210 51 c c NOUN fis-2603 210 52 and and CCONJ fis-2603 210 53 tanφ tanφ PROPN fis-2603 210 54 is be AUX fis-2603 210 55 first first ADJ fis-2603 210 56 to to PART fis-2603 210 57 derive derive VERB fis-2603 210 58 the the DET fis-2603 210 59 mohr mohr PROPN fis-2603 210 60 – – PUNCT fis-2603 210 61 coulomb coulomb NOUN fis-2603 210 62 constants constant NOUN fis-2603 210 63 ( ( PUNCT fis-2603 210 64 c c X fis-2603 210 65 , , PUNCT fis-2603 210 66 tanφ tanφ PROPN fis-2603 210 67 ) ) PUNCT fis-2603 210 68 for for ADP fis-2603 210 69 each each DET fis-2603 210 70 sample sample NOUN fis-2603 210 71 separately separately ADV fis-2603 210 72 ( ( PUNCT fis-2603 210 73 see see VERB fis-2603 210 74 table table NOUN fis-2603 210 75 4 4 NUM fis-2603 210 76 ) ) PUNCT fis-2603 210 77 and and CCONJ fis-2603 210 78 then then ADV fis-2603 210 79 apply apply VERB fis-2603 210 80 a a DET fis-2603 210 81 statistical statistical ADJ fis-2603 210 82 t t NOUN fis-2603 210 83 - - PUNCT fis-2603 210 84 test test NOUN fis-2603 210 85 on on ADP fis-2603 210 86 each each DET fis-2603 210 87 constant constant ADJ fis-2603 210 88 independently independently ADV fis-2603 210 89 for for ADP fis-2603 210 90 n/3 n/3 NOUN fis-2603 210 91 - - SYM fis-2603 210 92 1 1 NUM fis-2603 210 93 dof dof NOUN fis-2603 210 94 ( ( PUNCT fis-2603 210 95 where where SCONJ fis-2603 210 96 n n CCONJ fis-2603 210 97 the the DET fis-2603 210 98 complete complete ADJ fis-2603 210 99 number number NOUN fis-2603 210 100 of of ADP fis-2603 210 101 specimens specimen NOUN fis-2603 210 102 and and CCONJ fis-2603 210 103 n/3 n/3 NOUN fis-2603 210 104 the the DET fis-2603 210 105 number number NOUN fis-2603 210 106 of of ADP fis-2603 210 107 specific specific ADJ fis-2603 210 108 locations location NOUN fis-2603 210 109 of of ADP fis-2603 210 110 soil soil NOUN fis-2603 210 111 sampling sampling NOUN fis-2603 210 112 ) ) PUNCT fis-2603 210 113 . . PUNCT fis-2603 211 1 for for ADP fis-2603 211 2 the the DET fis-2603 211 3 herakleion herakleion NOUN fis-2603 211 4 marl marl NOUN fis-2603 211 5 case case NOUN fis-2603 211 6 the the DET fis-2603 211 7 n/3 n/3 NOUN fis-2603 211 8 - - SYM fis-2603 211 9 1=8 1=8 NUM fis-2603 211 10 dof dof NOUN fis-2603 211 11 lead lead NOUN fis-2603 211 12 to to ADP fis-2603 211 13 : : PUNCT fis-2603 211 14 a a X fis-2603 211 15 ) ) PUNCT fis-2603 211 16 mean mean ADJ fis-2603 211 17 values value NOUN fis-2603 211 18 : : PUNCT fis-2603 211 19 cm=64.34kpa cm=64.34kpa ADJ fis-2603 211 20 , , PUNCT fis-2603 211 21 ( ( PUNCT fis-2603 211 22 tanφ)m=0.59415 tanφ)m=0.59415 NUM fis-2603 211 23 , , PUNCT fis-2603 211 24 b b NOUN fis-2603 211 25 ) ) PUNCT fis-2603 211 26 standard standard ADJ fis-2603 211 27 deviation deviation NOUN fis-2603 211 28 : : PUNCT fis-2603 211 29 sd sd NOUN fis-2603 211 30 , , PUNCT fis-2603 211 31 c=55.69kpa c=55.69kpa ADJ fis-2603 211 32 , , PUNCT fis-2603 211 33 sd sd NOUN fis-2603 211 34 , , PUNCT fis-2603 211 35 tanφ=0.13577 tanφ=0.13577 PRON fis-2603 211 36 , , PUNCT fis-2603 211 37 c c NOUN fis-2603 211 38 ) ) PUNCT fis-2603 211 39 standard standard ADJ fis-2603 211 40 error error NOUN fis-2603 211 41 : : PUNCT fis-2603 211 42 figure figure NOUN fis-2603 211 43 7 7 NUM fis-2603 211 44 : : PUNCT fis-2603 211 45 characteristic characteristic ADJ fis-2603 211 46 and and CCONJ fis-2603 211 47 best good ADJ fis-2603 211 48 estimate estimate VERB fis-2603 211 49 mohr mohr PROPN fis-2603 211 50 – – PUNCT fis-2603 211 51 coulomb coulomb NOUN fis-2603 211 52 failure failure NOUN fis-2603 211 53 envelopes envelope NOUN fis-2603 211 54 superimposed superimpose VERB fis-2603 211 55 on on ADP fis-2603 211 56 the the DET fis-2603 211 57 mohr mohr PROPN fis-2603 211 58 – – PUNCT fis-2603 211 59 coulomb coulomb NOUN fis-2603 211 60 failure failure NOUN fis-2603 211 61 envelopes envelope NOUN fis-2603 211 62 of of ADP fis-2603 211 63 each each DET fis-2603 211 64 sample sample NOUN fis-2603 211 65 . . PUNCT fis-2603 211 66     SPACE fis-2603 212 1 best good ADJ fis-2603 212 2 estimate estimate NOUN fis-2603 212 3 cm cm PROPN fis-2603 212 4 ( ( PUNCT fis-2603 212 5 kpa kpa PROPN fis-2603 212 6 ) ) PUNCT fis-2603 212 7 ( ( PUNCT fis-2603 212 8 tanφ)m tanφ)m NUM fis-2603 212 9 sec sec PROPN fis-2603 212 10 ( ( PUNCT fis-2603 212 11 kpa kpa PROPN fis-2603 212 12 ) ) PUNCT fis-2603 212 13 setan(φ setan(φ NOUN fis-2603 212 14 ) ) PUNCT fis-2603 212 15 am be AUX fis-2603 212 16 , , PUNCT fis-2603 212 17 bm bm PROPN fis-2603 212 18 from from ADP fis-2603 212 19 linear linear PROPN fis-2603 212 20 regression regression NOUN fis-2603 212 21 of of ADP fis-2603 212 22 all all DET fis-2603 212 23 σ1 σ1 PROPN fis-2603 212 24 , , PUNCT fis-2603 212 25 σ3 σ3 PROPN fis-2603 212 26 data datum NOUN fis-2603 212 27 points point VERB fis-2603 212 28 cm cm PROPN fis-2603 212 29 , , PUNCT fis-2603 212 30 ( ( PUNCT fis-2603 212 31 tanφ)m tanφ)m NUM fis-2603 212 32 from from ADP fis-2603 212 33 eqs.(20,19 eqs.(20,19 NOUN fis-2603 212 34 ) ) PUNCT fis-2603 212 35 sec sec PROPN fis-2603 212 36 and and CCONJ fis-2603 212 37 setanφ setanφ NOUN fis-2603 212 38 from from ADP fis-2603 212 39 form form NOUN fis-2603 212 40 error error NOUN fis-2603 212 41 propagation propagation NOUN fis-2603 212 42 ( ( PUNCT fis-2603 212 43 this this PRON fis-2603 212 44 gives give VERB fis-2603 212 45 characteristic characteristic ADJ fis-2603 212 46 1 1 NUM fis-2603 212 47 ) ) PUNCT fis-2603 212 48 66.00 66.00 NUM fis-2603 212 49 0.58225 0.58225 NUM fis-2603 212 50 15.50 15.50 NUM fis-2603 212 51 0.0347 0.0347 NUM fis-2603 212 52 cm cm NOUN fis-2603 212 53 , , PUNCT fis-2603 212 54 ( ( PUNCT fis-2603 212 55 tanφ)m tanφ)m NUM fis-2603 212 56 from from ADP fis-2603 212 57 mean mean ADJ fis-2603 212 58 values value NOUN fis-2603 212 59 of of ADP fis-2603 212 60 table table NOUN fis-2603 212 61 4 4 NUM fis-2603 212 62 sec sec PROPN fis-2603 212 63 and and CCONJ fis-2603 212 64 setanφ setanφ NOUN fis-2603 212 65 from from ADP fis-2603 212 66 single single ADJ fis-2603 212 67 variable variable ADJ fis-2603 212 68 model model NOUN fis-2603 212 69 ( ( PUNCT fis-2603 212 70 this this PRON fis-2603 212 71 gives give VERB fis-2603 212 72 characteristic characteristic ADJ fis-2603 212 73 4 4 NUM fis-2603 212 74 ) ) PUNCT fis-2603 213 1 64.34 64.34 NUM fis-2603 213 2 0.59415 0.59415 NUM fis-2603 213 3 18.56 18.56 NUM fis-2603 213 4 0.0423 0.0423 NUM fis-2603 213 5 table table NOUN fis-2603 213 6 5 5 NUM fis-2603 213 7 : : PUNCT fis-2603 213 8 mohr mohr PROPN fis-2603 213 9 – – PUNCT fis-2603 213 10 coulomb coulomb NOUN fis-2603 213 11 failure failure NOUN fis-2603 213 12 criterion criterion NOUN fis-2603 213 13 constants constant NOUN fis-2603 213 14 ( ( PUNCT fis-2603 213 15 mean mean ADJ fis-2603 213 16 values value NOUN fis-2603 213 17 and and CCONJ fis-2603 213 18 uncertainties uncertainty NOUN fis-2603 213 19 ) ) PUNCT fis-2603 213 20 . . PUNCT fis-2603 213 21     SPACE fis-2603 214 1 characteristic characteristic ADJ fis-2603 214 2 values value NOUN fis-2603 214 3 ck ck PROPN fis-2603 214 4 ( ( PUNCT fis-2603 214 5 kpa kpa PROPN fis-2603 214 6 ) ) PUNCT fis-2603 214 7 ( ( PUNCT fis-2603 214 8 tanφ)k tanφ)k X fis-2603 214 9 characteristic characteristic ADJ fis-2603 214 10 1 1 NUM fis-2603 214 11 ( ( PUNCT fis-2603 214 12 se se ADV fis-2603 214 13 from from ADP fis-2603 214 14 form form NOUN fis-2603 214 15 error error NOUN fis-2603 214 16 propagation propagation NOUN fis-2603 214 17 ): ): PUNCT fis-2603 214 18 ck ck PROPN fis-2603 214 19 = = ADJ fis-2603 214 20 cm cm NOUN fis-2603 214 21 - - PUNCT fis-2603 214 22 tp tp NOUN fis-2603 214 23 , , PUNCT fis-2603 214 24 n-2sec n-2sec NOUN fis-2603 214 25 , , PUNCT fis-2603 214 26 tan(φ)k= tan(φ)k= NOUN fis-2603 214 27 tan(φ)m tan(φ)m NOUN fis-2603 214 28 - - PUNCT fis-2603 214 29 tp tp NOUN fis-2603 214 30 , , PUNCT fis-2603 214 31 n-2setan(φ n-2setan(φ NOUN fis-2603 214 32 ) ) PUNCT fis-2603 214 33 39.60 39.60 NUM fis-2603 214 34 0.52297 0.52297 NUM fis-2603 214 35 characteristic characteristic ADJ fis-2603 214 36 2 2 NUM fis-2603 214 37 : : PUNCT fis-2603 214 38 ak ak PROPN fis-2603 214 39 , , PUNCT fis-2603 214 40 bk bk VERB fis-2603 214 41 from from ADP fis-2603 214 42 linear linear ADJ fis-2603 214 43 regression regression NOUN fis-2603 214 44 on on ADP fis-2603 214 45 σ1pred σ1pred ADJ fis-2603 214 46 , , PUNCT fis-2603 214 47 σ3 σ3 PROPN fis-2603 214 48 data datum NOUN fis-2603 214 49 points point NOUN fis-2603 214 50 ( ( PUNCT fis-2603 214 51 σ1pred σ1pre VERB fis-2603 214 52 = = SYM fis-2603 214 53 am+σ3bm±tn-2seσ1 am+σ3bm±tn-2seσ1 NOUN fis-2603 214 54 ) ) PUNCT fis-2603 214 55 ck ck PROPN fis-2603 214 56 , , PUNCT fis-2603 214 57 ( ( PUNCT fis-2603 214 58 tanφ)k tanφ)k PROPN fis-2603 214 59 from from ADP fis-2603 214 60 eqs.(20,19 eqs.(20,19 NOUN fis-2603 214 61 ) ) PUNCT fis-2603 214 62 55.65 55.65 NUM fis-2603 214 63 0.56288 0.56288 NUM fis-2603 214 64 characteristic characteristic ADJ fis-2603 214 65 3 3 NUM fis-2603 214 66 : : PUNCT fis-2603 214 67 ak ak PROPN fis-2603 214 68 = = NOUN fis-2603 214 69 am am NOUN fis-2603 214 70 - - PUNCT fis-2603 214 71 tp tp NOUN fis-2603 214 72 , , PUNCT fis-2603 214 73 n-2sea n-2sea NOUN fis-2603 214 74 , , PUNCT fis-2603 214 75 bk bk PROPN fis-2603 214 76 = = PROPN fis-2603 214 77 bm bm PROPN fis-2603 214 78 - - NOUN fis-2603 214 79 tp tp PROPN fis-2603 214 80 , , PUNCT fis-2603 214 81 n-2seb n-2seb NOUN fis-2603 214 82 ck ck PROPN fis-2603 214 83 , , PUNCT fis-2603 214 84 ( ( PUNCT fis-2603 214 85 tanφ)k tanφ)k PROPN fis-2603 214 86 from from ADP fis-2603 214 87 eqs.(20,19 eqs.(20,19 NOUN fis-2603 214 88 ) ) PUNCT fis-2603 214 89 43.43 43.43 NUM fis-2603 215 1 0.49395 0.49395 NUM fis-2603 215 2 characteristic characteristic ADJ fis-2603 215 3 4 4 NUM fis-2603 215 4 ( ( PUNCT fis-2603 215 5 se se ADV fis-2603 215 6 from from ADP fis-2603 215 7 one one NUM fis-2603 215 8 variable variable ADJ fis-2603 215 9 model model NOUN fis-2603 215 10 , , PUNCT fis-2603 215 11 eq.(4 eq.(4 ADJ fis-2603 215 12 ) ) PUNCT fis-2603 215 13 , , PUNCT fis-2603 215 14 for for ADP fis-2603 215 15 c c PROPN fis-2603 215 16 and and CCONJ fis-2603 215 17 tanφ tanφ PROPN fis-2603 215 18 ): ): PUNCT fis-2603 215 19 cm cm PROPN fis-2603 215 20 and and CCONJ fis-2603 215 21 tanφ tanφ PROPN fis-2603 215 22 from from ADP fis-2603 215 23 mean mean ADJ fis-2603 215 24 values value NOUN fis-2603 215 25 of of ADP fis-2603 215 26 table table NOUN fis-2603 215 27 4 4 NUM fis-2603 215 28 ck ck NOUN fis-2603 215 29 = = ADJ fis-2603 215 30 cm cm NOUN fis-2603 215 31 - - PUNCT fis-2603 215 32 tp tp NOUN fis-2603 215 33 , , PUNCT fis-2603 215 34 n-2sec n-2sec NOUN fis-2603 215 35 , , PUNCT fis-2603 215 36 tan(φ)k= tan(φ)k= NOUN fis-2603 215 37 tan(φ)m tan(φ)m NOUN fis-2603 215 38 - - PUNCT fis-2603 215 39 tp tp NOUN fis-2603 215 40 , , PUNCT fis-2603 215 41 n-2setan(φ n-2setan(φ NOUN fis-2603 215 42 ) ) PUNCT fis-2603 215 43 29.82 29.82 NUM fis-2603 215 44 0.50990 0.50990 NUM fis-2603 215 45 table table NOUN fis-2603 215 46 6 6 NUM fis-2603 215 47 : : PUNCT fis-2603 215 48 mohr mohr PROPN fis-2603 215 49 – – PUNCT fis-2603 215 50 coulomb coulomb NOUN fis-2603 215 51 failure failure NOUN fis-2603 215 52 criterion criterion NOUN fis-2603 215 53 constants constant NOUN fis-2603 215 54 ( ( PUNCT fis-2603 215 55 characteristic characteristic ADJ fis-2603 215 56 values value NOUN fis-2603 215 57 ) ) PUNCT fis-2603 215 58 . . PUNCT fis-2603 216 1 g. g. PROPN fis-2603 216 2 belokas belokas PROPN fis-2603 216 3 , , PUNCT fis-2603 216 4 frattura frattura PROPN fis-2603 216 5 ed ed PROPN fis-2603 216 6 integrità integrità PROPN fis-2603 216 7 strutturale strutturale PROPN fis-2603 216 8 , , PUNCT fis-2603 216 9 50 50 NUM fis-2603 216 10 ( ( PUNCT fis-2603 216 11 2019 2019 NUM fis-2603 216 12 ) ) PUNCT fis-2603 216 13 354 354 NUM fis-2603 216 14 - - SYM fis-2603 216 15 369 369 NUM fis-2603 216 16 ; ; PUNCT fis-2603 216 17 doi doi NOUN fis-2603 216 18 : : PUNCT fis-2603 216 19 10.3221 10.3221 NUM fis-2603 216 20 / / SYM fis-2603 216 21 igf igf PROPN fis-2603 216 22 - - PUNCT fis-2603 216 23 esis.50.30 esis.50.30 PROPN fis-2603 216 24 364 364 NUM fis-2603 216 25 sec=18.56kpa sec=18.56kpa ADJ fis-2603 216 26 , , PUNCT fis-2603 216 27 setanφ=0.04526 setanφ=0.04526 PROPN fis-2603 216 28 and and CCONJ fis-2603 216 29 d d X fis-2603 216 30 ) ) PUNCT fis-2603 216 31 characteristic characteristic ADJ fis-2603 216 32 values value NOUN fis-2603 216 33 : : PUNCT fis-2603 216 34 ck4=29.82kpa ck4=29.82kpa NOUN fis-2603 216 35 , , PUNCT fis-2603 216 36 ( ( PUNCT fis-2603 216 37 tanφ)k4=0.5099 tanφ)k4=0.5099 X fis-2603 216 38 . . PUNCT fis-2603 217 1 the the DET fis-2603 217 2 mean mean ADJ fis-2603 217 3 value value NOUN fis-2603 217 4 from from ADP fis-2603 217 5 this this DET fis-2603 217 6 alternate alternate ADJ fis-2603 217 7 approach approach NOUN fis-2603 217 8 ( ( PUNCT fis-2603 217 9 characteristic characteristic ADJ fis-2603 217 10 4 4 NUM fis-2603 217 11 , , PUNCT fis-2603 217 12 fig.7 fig.7 ADJ fis-2603 217 13 ) ) PUNCT fis-2603 217 14 is be AUX fis-2603 217 15 almost almost ADV fis-2603 217 16 the the DET fis-2603 217 17 same same ADJ fis-2603 217 18 with with ADP fis-2603 217 19 the the DET fis-2603 217 20 previously previously ADV fis-2603 217 21 calculated calculate VERB fis-2603 217 22 . . PUNCT fis-2603 218 1 fig.7 fig.7 ADV fis-2603 218 2 compares compare VERB fis-2603 218 3 the the DET fis-2603 218 4 character character NOUN fis-2603 218 5 istic istic ADJ fis-2603 218 6 value value NOUN fis-2603 218 7 from from ADP fis-2603 218 8 this this DET fis-2603 218 9 approach approach NOUN fis-2603 218 10 ( ( PUNCT fis-2603 218 11 characteristic characteristic ADJ fis-2603 218 12 4 4 NUM fis-2603 218 13 ) ) PUNCT fis-2603 218 14 with with ADP fis-2603 218 15 the the DET fis-2603 218 16 characteristic characteristic ADJ fis-2603 218 17 1 1 NUM fis-2603 218 18 from from ADP fis-2603 218 19 the the DET fis-2603 218 20 form form NOUN fis-2603 218 21 . . PUNCT fis-2603 219 1 the the DET fis-2603 219 2 alternate alternate ADJ fis-2603 219 3 approach approach NOUN fis-2603 219 4 is be AUX fis-2603 219 5 very very ADV fis-2603 219 6 conservative conservative ADJ fis-2603 219 7 because because SCONJ fis-2603 219 8 it it PRON fis-2603 219 9 gives give VERB fis-2603 219 10 a a DET fis-2603 219 11 higher high ADJ fis-2603 219 12 se se NOUN fis-2603 219 13 than than ADP fis-2603 219 14 the the DET fis-2603 219 15 form form NOUN fis-2603 219 16 . . PUNCT fis-2603 220 1 all all DET fis-2603 220 2 the the DET fis-2603 220 3 above above ADJ fis-2603 220 4 results result NOUN fis-2603 220 5 are be AUX fis-2603 220 6 summarized summarize VERB fis-2603 220 7 into into ADP fis-2603 220 8 tables table NOUN fis-2603 220 9 5 5 NUM fis-2603 220 10 for for ADP fis-2603 220 11 the the DET fis-2603 220 12 mean mean ADJ fis-2603 220 13 values value NOUN fis-2603 220 14 and and CCONJ fis-2603 220 15 the the DET fis-2603 220 16 corresponding correspond VERB fis-2603 220 17 uncertainties uncertainty NOUN fis-2603 220 18 and and CCONJ fis-2603 220 19 table table NOUN fis-2603 220 20 6 6 NUM fis-2603 220 21 for for ADP fis-2603 220 22 the the DET fis-2603 220 23 characteristic characteristic ADJ fis-2603 220 24 values value NOUN fis-2603 220 25 . . PUNCT fis-2603 220 26         SPACE fis-2603 221 1 application application NOUN fis-2603 221 2 of of ADP fis-2603 221 3 the the DET fis-2603 221 4 form form NOUN fis-2603 221 5 to to ADP fis-2603 221 6 a a DET fis-2603 221 7 simple simple ADJ fis-2603 221 8 planar planar ADJ fis-2603 221 9 failure failure NOUN fis-2603 221 10 problem problem NOUN fis-2603 221 11 urther urther NOUN fis-2603 221 12 extending extend VERB fis-2603 221 13 the the DET fis-2603 221 14 form form NOUN fis-2603 221 15 application application NOUN fis-2603 221 16 to to ADP fis-2603 221 17 engineering engineering NOUN fis-2603 221 18 problems problem NOUN fis-2603 221 19 calculations calculation NOUN fis-2603 221 20 , , PUNCT fis-2603 221 21 a a DET fis-2603 221 22 limit limit NOUN fis-2603 221 23 state state NOUN fis-2603 221 24 analysis analysis NOUN fis-2603 221 25 may may AUX fis-2603 221 26 be be AUX fis-2603 221 27 performed perform VERB fis-2603 221 28 in in ADP fis-2603 221 29 terms term NOUN fis-2603 221 30 of of ADP fis-2603 221 31 either either CCONJ fis-2603 221 32 the the DET fis-2603 221 33 safety safety NOUN fis-2603 221 34 margin margin NOUN fis-2603 221 35 sm sm NOUN fis-2603 221 36 = = NOUN fis-2603 221 37 r r NOUN fis-2603 221 38 - - PUNCT fis-2603 221 39 e e NOUN fis-2603 221 40 ( ( PUNCT fis-2603 221 41 r r NOUN fis-2603 221 42 is be AUX fis-2603 221 43 resistance resistance NOUN fis-2603 221 44 and and CCONJ fis-2603 221 45 ε ε PROPN fis-2603 221 46 action action NOUN fis-2603 221 47 as as SCONJ fis-2603 221 48 defined define VERB fis-2603 221 49 in in ADP fis-2603 221 50 ec7 ec7 NOUN fis-2603 221 51 ) ) PUNCT fis-2603 221 52 in in ADP fis-2603 221 53 terms term NOUN fis-2603 221 54 of of ADP fis-2603 221 55 the the DET fis-2603 221 56 safety safety NOUN fis-2603 221 57 factor factor NOUN fis-2603 221 58 sf sf NOUN fis-2603 221 59 = = NOUN fis-2603 221 60 r r NOUN fis-2603 221 61 / / SYM fis-2603 221 62 e. e. PROPN fis-2603 221 63 more more ADV fis-2603 221 64 specifically specifically ADV fis-2603 221 65 , , PUNCT fis-2603 221 66 in in ADP fis-2603 221 67 form form NOUN fis-2603 221 68 applications application NOUN fis-2603 221 69 the the DET fis-2603 221 70 sm sm PROPN fis-2603 221 71 application application NOUN fis-2603 221 72 is be AUX fis-2603 221 73 preferable preferable ADJ fis-2603 221 74 compared compare VERB fis-2603 221 75 to to ADP fis-2603 221 76 the the DET fis-2603 221 77 fs f NOUN fis-2603 221 78 because because SCONJ fis-2603 221 79 the the DET fis-2603 221 80 actions action NOUN fis-2603 221 81 ε ε VERB fis-2603 221 82 in in ADP fis-2603 221 83 the the DET fis-2603 221 84 denominator denominator NOUN fis-2603 221 85 of of ADP fis-2603 221 86 the the DET fis-2603 221 87 sf sf PROPN fis-2603 221 88 enhances enhance VERB fis-2603 221 89 the the DET fis-2603 221 90 non non ADJ fis-2603 221 91 - - ADJ fis-2603 221 92 linearity linearity ADJ fis-2603 221 93 effects effect NOUN fis-2603 221 94 in in ADP fis-2603 221 95 the the DET fis-2603 221 96 error error NOUN fis-2603 221 97 propagation propagation NOUN fis-2603 221 98 . . PUNCT fis-2603 222 1 for for ADP fis-2603 222 2 the the DET fis-2603 222 3 safety safety NOUN fis-2603 222 4 margin margin NOUN fis-2603 222 5 the the DET fis-2603 222 6 reliability reliability NOUN fis-2603 222 7 index index NOUN fis-2603 222 8 is be AUX fis-2603 222 9 β β NOUN fis-2603 222 10 = = ADJ fis-2603 222 11 smm smm X fis-2603 222 12 / / SYM fis-2603 222 13 sd sd NOUN fis-2603 222 14 , , PUNCT fis-2603 222 15 sm sm INTJ fis-2603 222 16 , , PUNCT fis-2603 222 17 where where SCONJ fis-2603 222 18 smm smm NOUN fis-2603 222 19 is be AUX fis-2603 222 20 the the DET fis-2603 222 21 best good ADJ fis-2603 222 22 estimate estimate NOUN fis-2603 222 23 of of ADP fis-2603 222 24 the the DET fis-2603 222 25 mean mean NOUN fis-2603 222 26 and and CCONJ fis-2603 222 27 sd sd NOUN fis-2603 222 28 , , PUNCT fis-2603 222 29 sm sm VERB fis-2603 222 30 the the DET fis-2603 222 31 standard standard ADJ fis-2603 222 32 deviation deviation NOUN fis-2603 222 33 , , PUNCT fis-2603 222 34 while while SCONJ fis-2603 222 35 by by ADP fis-2603 222 36 definition definition NOUN fis-2603 222 37 it it PRON fis-2603 222 38 is be AUX fis-2603 222 39 βsm=1 βsm=1 PROPN fis-2603 222 40 / / SYM fis-2603 222 41 vsm vsm PROPN fis-2603 222 42 , , PUNCT fis-2603 222 43 where where SCONJ fis-2603 222 44 vsm vsm PROPN fis-2603 222 45 the the DET fis-2603 222 46 variation variation NOUN fis-2603 222 47 coefficient coefficient NOUN fis-2603 222 48 . . PUNCT fis-2603 223 1 since since SCONJ fis-2603 223 2 resistances resistance NOUN fis-2603 223 3 and and CCONJ fis-2603 223 4 actions action NOUN fis-2603 223 5 describe describe VERB fis-2603 223 6 different different ADJ fis-2603 223 7 types type NOUN fis-2603 223 8 of of ADP fis-2603 223 9 random random ADJ fis-2603 223 10 variables variable NOUN fis-2603 223 11 , , PUNCT fis-2603 223 12 they they PRON fis-2603 223 13 are be AUX fis-2603 223 14 expected expect VERB fis-2603 223 15 to to PART fis-2603 223 16 be be AUX fis-2603 223 17 uncorrelated uncorrelate VERB fis-2603 223 18 , , PUNCT fis-2603 223 19 and and CCONJ fis-2603 223 20 their their PRON fis-2603 223 21 covariance covariance NOUN fis-2603 223 22 , , PUNCT fis-2603 223 23 ρr ρr NOUN fis-2603 223 24 , , PUNCT fis-2603 223 25 d d PROPN fis-2603 223 26 , , PUNCT fis-2603 223 27 can can AUX fis-2603 223 28 be be AUX fis-2603 223 29 considered consider VERB fis-2603 223 30 zero zero NUM fis-2603 223 31 . . PUNCT fis-2603 224 1 moreover moreover ADV fis-2603 224 2 , , PUNCT fis-2603 224 3 the the DET fis-2603 224 4 variation variation NOUN fis-2603 224 5 of of ADP fis-2603 224 6 permanent permanent ADJ fis-2603 224 7 loads load NOUN fis-2603 224 8 is be AUX fis-2603 224 9 generally generally ADV fis-2603 224 10 small small ADJ fis-2603 224 11 compared compare VERB fis-2603 224 12 and and CCONJ fis-2603 224 13 should should AUX fis-2603 224 14 not not PART fis-2603 224 15 greatly greatly ADV fis-2603 224 16 affect affect VERB fis-2603 224 17 the the DET fis-2603 224 18 sm sm NOUN fis-2603 224 19 or or CCONJ fis-2603 224 20 sf sf NOUN fis-2603 224 21 value value NOUN fis-2603 224 22 . . PUNCT fis-2603 225 1 the the DET fis-2603 225 2 form form NOUN fis-2603 225 3 is be AUX fis-2603 225 4 applied apply VERB fis-2603 225 5 herein herein NOUN fis-2603 225 6 to to ADP fis-2603 225 7 a a DET fis-2603 225 8 planar planar ADJ fis-2603 225 9 failure failure NOUN fis-2603 225 10 problem problem NOUN fis-2603 225 11 , , PUNCT fis-2603 225 12 which which PRON fis-2603 225 13 can can AUX fis-2603 225 14 be be AUX fis-2603 225 15 adapted adapt VERB fis-2603 225 16 to to ADP fis-2603 225 17 any any DET fis-2603 225 18 type type NOUN fis-2603 225 19 of of ADP fis-2603 225 20 failure failure NOUN fis-2603 225 21 surface surface NOUN fis-2603 225 22 ( ( PUNCT fis-2603 225 23 e.g. e.g. ADV fis-2603 225 24 [ [ X fis-2603 225 25 13 13 NUM fis-2603 225 26 ] ] PUNCT fis-2603 225 27 ) ) PUNCT fis-2603 225 28 of of ADP fis-2603 225 29 limit limit NOUN fis-2603 225 30 equilibrium equilibrium NOUN fis-2603 225 31 problems problem NOUN fis-2603 225 32 ( ( PUNCT fis-2603 225 33 e.g. e.g. ADV fis-2603 225 34 method method NOUN fis-2603 225 35 of of ADP fis-2603 225 36 slices slice NOUN fis-2603 225 37 ) ) PUNCT fis-2603 225 38 . . PUNCT fis-2603 226 1 for for ADP fis-2603 226 2 the the DET fis-2603 226 3 planar planar ADJ fis-2603 226 4 wedge wedge NOUN fis-2603 226 5 failure failure NOUN fis-2603 226 6 problem problem NOUN fis-2603 226 7 considered consider VERB fis-2603 226 8 herein herein NOUN fis-2603 226 9 fig.8 fig.8 PROPN fis-2603 226 10 shows show VERB fis-2603 226 11 the the DET fis-2603 226 12 geometry geometry NOUN fis-2603 226 13 . . PUNCT fis-2603 227 1 w w PROPN fis-2603 227 2 is be AUX fis-2603 227 3 the the DET fis-2603 227 4 weight weight NOUN fis-2603 227 5 of of ADP fis-2603 227 6 the the DET fis-2603 227 7 wedge wedge NOUN fis-2603 227 8 , , PUNCT fis-2603 227 9 h h PROPN fis-2603 227 10 is be AUX fis-2603 227 11 the the DET fis-2603 227 12 height height NOUN fis-2603 227 13 of of ADP fis-2603 227 14 the the DET fis-2603 227 15 slope slope NOUN fis-2603 227 16 , , PUNCT fis-2603 227 17 β β X fis-2603 227 18 is be AUX fis-2603 227 19 the the DET fis-2603 227 20 angle angle NOUN fis-2603 227 21 of of ADP fis-2603 227 22 the the DET fis-2603 227 23 slope slope NOUN fis-2603 227 24 to to ADP fis-2603 227 25 the the DET fis-2603 227 26 horizontal horizontal NOUN fis-2603 227 27 , , PUNCT fis-2603 227 28 θ θ PROPN fis-2603 227 29 is be AUX fis-2603 227 30 the the DET fis-2603 227 31 angle angle NOUN fis-2603 227 32 of of ADP fis-2603 227 33 the the DET fis-2603 227 34 plane plane NOUN fis-2603 227 35 of of ADP fis-2603 227 36 failure failure NOUN fis-2603 227 37 with with ADP fis-2603 227 38 respect respect NOUN fis-2603 227 39 to to ADP fis-2603 227 40 horizontal horizontal ADJ fis-2603 227 41 and and CCONJ fis-2603 227 42 n n PROPN fis-2603 227 43 and and CCONJ fis-2603 227 44 t t PROPN fis-2603 227 45 are be AUX fis-2603 227 46 the the DET fis-2603 227 47 normal normal ADJ fis-2603 227 48 and and CCONJ fis-2603 227 49 shear shear ADJ fis-2603 227 50 reaction reaction NOUN fis-2603 227 51 forces force NOUN fis-2603 227 52 on on ADP fis-2603 227 53 the the DET fis-2603 227 54 plane plane NOUN fis-2603 227 55 of of ADP fis-2603 227 56 failure failure NOUN fis-2603 227 57 . . PUNCT fis-2603 228 1 the the DET fis-2603 228 2 safety safety NOUN fis-2603 228 3 margin margin NOUN fis-2603 228 4 is be AUX fis-2603 228 5 then then ADV fis-2603 228 6 determined determine VERB fis-2603 228 7 from from ADP fis-2603 228 8 the the DET fis-2603 228 9 equilibrium equilibrium NOUN fis-2603 228 10 equations equation NOUN fis-2603 228 11 that that PRON fis-2603 228 12 lead lead VERB fis-2603 228 13 to to ADP fis-2603 228 14 eq.(28 eq.(28 NOUN fis-2603 228 15 ) ) PUNCT fis-2603 228 16 . . PUNCT fis-2603 229 1 on on ADP fis-2603 229 2 the the DET fis-2603 229 3 other other ADJ fis-2603 229 4 hand hand NOUN fis-2603 229 5 the the DET fis-2603 229 6 sf sf NOUN fis-2603 229 7 is be AUX fis-2603 229 8 given give VERB fis-2603 229 9 by by ADP fis-2603 229 10 eq.(29 eq.(29 NOUN fis-2603 229 11 ) ) PUNCT fis-2603 229 12 . . PUNCT fis-2603 230 1   NOUN fis-2603 230 2   X fis-2603 230 3 21 21 PUNCT fis-2603 231 1 2= 2= NUM fis-2603 231 2 c c NOUN fis-2603 231 3 sin sin NOUN fis-2603 231 4 cos cos PROPN fis-2603 231 5 tan tan PROPN fis-2603 231 6 sin sin NOUN fis-2603 231 7 sin sin VERB fis-2603 231 8 sinsm sinsm PROPN fis-2603 231 9 h h PROPN fis-2603 231 10 γh γh X fis-2603 231 11 β β X fis-2603 231 12 θ θ X fis-2603 231 13 θ θ NOUN fis-2603 231 14 φ φ NUM fis-2603 231 15 θ θ X fis-2603 231 16 β β X fis-2603 231 17 θ θ X fis-2603 231 18   PROPN fis-2603 231 19   PUNCT fis-2603 231 20   NOUN fis-2603 231 21   NOUN fis-2603 231 22   PROPN fis-2603 231 23 ( ( PUNCT fis-2603 231 24 28 28 NUM fis-2603 231 25 ) ) PUNCT fis-2603 231 26   NOUN fis-2603 231 27   NOUN fis-2603 232 1   PUNCT fis-2603 232 2   PROPN fis-2603 232 3 = = NOUN fis-2603 232 4 2c 2c NOUN fis-2603 232 5 / / SYM fis-2603 232 6 γ γ X fis-2603 232 7 sin sin PROPN fis-2603 232 8 cos cos ADP fis-2603 232 9 tan tan PROPN fis-2603 232 10 sin sin NOUN fis-2603 232 11 sin sin NOUN fis-2603 232 12 sin sin PROPN fis-2603 232 13 sinsf sinsf PROPN fis-2603 232 14 h h PROPN fis-2603 232 15 β β NOUN fis-2603 232 16 θ θ X fis-2603 232 17 θ θ X fis-2603 232 18 φ φ X fis-2603 232 19 β β X fis-2603 232 20 h h NOUN fis-2603 232 21 β β X fis-2603 232 22 θ θ X fis-2603 232 23 θ θ NOUN fis-2603 232 24 β β PRON fis-2603 232 25   VERB fis-2603 232 26   X fis-2603 232 27   VERB fis-2603 232 28   PROPN fis-2603 232 29   PROPN fis-2603 232 30   NOUN fis-2603 232 31   PROPN fis-2603 232 32   VERB fis-2603 232 33   PROPN fis-2603 232 34 ( ( PUNCT fis-2603 232 35 29 29 NUM fis-2603 232 36 ) ) PUNCT fis-2603 232 37 h h NOUN fis-2603 232 38 β β X fis-2603 232 39 θ θ X fis-2603 232 40 w w ADP fis-2603 232 41 wcosθ wcosθ X fis-2603 232 42 wsinθ wsinθ NOUN fis-2603 232 43 n n ADP fis-2603 232 44 t t PROPN fis-2603 232 45 α α X fis-2603 232 46 β β X fis-2603 232 47 γ γ X fis-2603 232 48 αβ αβ PROPN fis-2603 232 49 = = ADJ fis-2603 232 50 η η PROPN fis-2603 232 51 / / SYM fis-2603 232 52 sinθ sinθ PROPN fis-2603 232 53 figure figure NOUN fis-2603 232 54 8 8 NUM fis-2603 232 55 : : PUNCT fis-2603 232 56 geometry geometry NOUN fis-2603 232 57 of of ADP fis-2603 232 58 two two NUM fis-2603 232 59 dimensional dimensional ADJ fis-2603 232 60 planar planar ADJ fis-2603 232 61 failure failure NOUN fis-2603 232 62 . . PUNCT fis-2603 233 1 applying apply VERB fis-2603 233 2 the the DET fis-2603 233 3 form form NOUN fis-2603 233 4 on on ADP fis-2603 233 5 eq.(28 eq.(28 NOUN fis-2603 233 6 ) ) PUNCT fis-2603 233 7 the the DET fis-2603 233 8 standard standard ADJ fis-2603 233 9 deviation deviation NOUN fis-2603 233 10 of of ADP fis-2603 233 11 the the DET fis-2603 233 12 sm sm PROPN fis-2603 233 13 is be AUX fis-2603 233 14 given give VERB fis-2603 233 15 by by ADP fis-2603 233 16 eqs eqs PROPN fis-2603 233 17 30 30 NUM fis-2603 233 18 to to PART fis-2603 233 19 33 33 NUM fis-2603 233 20 , , PUNCT fis-2603 233 21 in in ADP fis-2603 233 22 which which PRON fis-2603 233 23 uc uc ADP fis-2603 233 24 , , PUNCT fis-2603 233 25 utanφ utanφ ADJ fis-2603 233 26 and and CCONJ fis-2603 233 27 uγ uγ ADV fis-2603 233 28 are be AUX fis-2603 233 29 the the DET fis-2603 233 30 uncertainties uncertainty NOUN fis-2603 233 31 of of ADP fis-2603 233 32 c c NOUN fis-2603 233 33 , , PUNCT fis-2603 233 34 tan(φ tan(φ PROPN fis-2603 233 35 ) ) PUNCT fis-2603 233 36 and and CCONJ fis-2603 233 37 γ γ NOUN fis-2603 233 38 respectively respectively ADV fis-2603 233 39 . . PUNCT fis-2603 234 1 likewise likewise ADV fis-2603 234 2 , , PUNCT fis-2603 234 3 applying apply VERB fis-2603 234 4 the the DET fis-2603 234 5 form form NOUN fis-2603 234 6 on on ADP fis-2603 234 7 eq.(29 eq.(29 PROPN fis-2603 234 8 ) ) PUNCT fis-2603 234 9 the the DET fis-2603 234 10 standard standard ADJ fis-2603 234 11 deviation deviation NOUN fis-2603 234 12 of of ADP fis-2603 234 13 the the DET fis-2603 234 14 sf sf NOUN fis-2603 234 15 is be AUX fis-2603 234 16 given give VERB fis-2603 234 17 by by ADP fis-2603 234 18 eqs.(34 eqs.(34 PROPN fis-2603 234 19 - - PROPN fis-2603 234 20 37 37 NUM fis-2603 234 21 ) ) PUNCT fis-2603 234 22 . . PUNCT fis-2603 235 1   NOUN fis-2603 236 1   PUNCT fis-2603 236 2 2 2 NUM fis-2603 236 3 22 22 NUM fis-2603 236 4 2 2 NUM fis-2603 236 5 2 2 NUM fis-2603 236 6 2 2 NUM fis-2603 236 7 tantan tantan NOUN fis-2603 236 8   NOUN fis-2603 236 9   PROPN fis-2603 236 10   NOUN fis-2603 236 11   PROPN fis-2603 236 12   PROPN fis-2603 236 13   NUM fis-2603 236 14   PROPN fis-2603 236 15   PROPN fis-2603 236 16   PROPN fis-2603 236 17   PROPN fis-2603 236 18   PROPN fis-2603 236 19   VERB fis-2603 237 1   X fis-2603 237 2   ADJ fis-2603 237 3   ADJ fis-2603 237 4   NOUN fis-2603 237 5   PROPN fis-2603 237 6   NOUN fis-2603 237 7   NUM fis-2603 237 8   NOUN fis-2603 237 9 c c VERB fis-2603 238 1 sm sm INTJ fis-2603 239 1 sm sm INTJ fis-2603 239 2 sm sm INTJ fis-2603 239 3 u u NOUN fis-2603 239 4 sm sm PROPN fis-2603 239 5 u u NOUN fis-2603 239 6 u u NOUN fis-2603 239 7 u u NOUN fis-2603 239 8 c c PROPN fis-2603 239 9   PROPN fis-2603 239 10   ADJ fis-2603 239 11   NUM fis-2603 239 12 ( ( PUNCT fis-2603 239 13 30 30 NUM fis-2603 239 14 ) ) PUNCT fis-2603 239 15 = = VERB fis-2603 240 1 sin sin VERB fis-2603 240 2   PROPN fis-2603 240 3   PROPN fis-2603 240 4 sm sm PROPN fis-2603 240 5 h h NOUN fis-2603 240 6 c c NOUN fis-2603 240 7 θ θ NOUN fis-2603 240 8                     SPACE fis-2603 240 9 ( ( PUNCT fis-2603 240 10 31 31 NUM fis-2603 240 11 ) ) PUNCT fis-2603 240 12 f f PROPN fis-2603 240 13 g. g. PROPN fis-2603 240 14 belokas belokas PROPN fis-2603 240 15 , , PUNCT fis-2603 240 16 frattura frattura PROPN fis-2603 240 17 ed ed PROPN fis-2603 240 18 integrità integrità PROPN fis-2603 240 19 strutturale strutturale PROPN fis-2603 240 20 , , PUNCT fis-2603 240 21 50 50 NUM fis-2603 240 22 ( ( PUNCT fis-2603 240 23 2019 2019 NUM fis-2603 240 24 ) ) PUNCT fis-2603 240 25 354 354 NUM fis-2603 240 26 - - SYM fis-2603 240 27 369 369 NUM fis-2603 240 28 ; ; PUNCT fis-2603 240 29 doi doi NOUN fis-2603 240 30 : : PUNCT fis-2603 240 31 10.3221 10.3221 NUM fis-2603 240 32 / / SYM fis-2603 240 33 igf igf PROPN fis-2603 240 34 - - PUNCT fis-2603 240 35 esis.50.30 esis.50.30 PROPN fis-2603 240 36 365 365 NUM fis-2603 240 37   NOUN fis-2603 240 38 2 2 NOUN fis-2603 240 39 sin1 sin1 PROPN fis-2603 240 40 1 1 NUM fis-2603 240 41 = = SYM fis-2603 240 42 cos cos PROPN fis-2603 240 43 tan tan PROPN fis-2603 240 44 sin sin VERB fis-2603 240 45 2 2 NUM fis-2603 240 46 sin sin NOUN fis-2603 240 47   PRON fis-2603 240 48   PROPN fis-2603 240 49   ADJ fis-2603 240 50   NOUN fis-2603 240 51   X fis-2603 240 52   VERB fis-2603 240 53   PROPN fis-2603 240 54 β β SYM fis-2603 240 55 θsm θsm NOUN fis-2603 240 56 γh γh ADP fis-2603 240 57 θ θ PROPN fis-2603 240 58 θ θ PROPN fis-2603 240 59 β β PUNCT fis-2603 240 60                     SPACE fis-2603 240 61 ( ( PUNCT fis-2603 240 62 32 32 NUM fis-2603 240 63 ) ) PUNCT fis-2603 240 64   NOUN fis-2603 240 65   SYM fis-2603 240 66   PROPN fis-2603 240 67 2 2 NOUN fis-2603 240 68 sin1 sin1 PROPN fis-2603 240 69 1 1 NUM fis-2603 240 70 = = SYM fis-2603 240 71 cos cos PROPN fis-2603 240 72 tan tan PROPN fis-2603 240 73 sin sin NOUN fis-2603 240 74 sin sin NOUN fis-2603 240 75 2 2 NUM fis-2603 240 76 sin sin NOUN fis-2603 240 77   PRON fis-2603 240 78   NOUN fis-2603 240 79   ADJ fis-2603 240 80   PROPN fis-2603 240 81   PROPN fis-2603 240 82   VERB fis-2603 240 83   PROPN fis-2603 240 84 β β SYM fis-2603 240 85 θsm θsm NOUN fis-2603 240 86 h h NOUN fis-2603 241 1 θ θ NOUN fis-2603 241 2 φ φ NUM fis-2603 241 3 θ θ PROPN fis-2603 241 4 γ γ X fis-2603 241 5 θ θ X fis-2603 241 6 β β X fis-2603 241 7 ( ( PUNCT fis-2603 241 8 33 33 NUM fis-2603 241 9 ) ) PUNCT fis-2603 241 10   NOUN fis-2603 241 11   PROPN fis-2603 241 12 2 2 NUM fis-2603 241 13 22 22 NUM fis-2603 241 14 2 2 NUM fis-2603 241 15 2 2 NUM fis-2603 241 16 2 2 NUM fis-2603 241 17 tantanc tantanc NOUN fis-2603 241 18 sf sf INTJ fis-2603 241 19 sf sf INTJ fis-2603 241 20 sf sf NOUN fis-2603 241 21 u u NOUN fis-2603 241 22 sf sf NOUN fis-2603 241 23 u u NOUN fis-2603 241 24 u u NOUN fis-2603 241 25 u u NOUN fis-2603 241 26 c c PROPN fis-2603 241 27   PROPN fis-2603 241 28   ADJ fis-2603 241 29   NUM fis-2603 241 30   NOUN fis-2603 241 31   PROPN fis-2603 241 32   NOUN fis-2603 241 33   PROPN fis-2603 241 34   PROPN fis-2603 241 35   NUM fis-2603 241 36   PROPN fis-2603 241 37   PROPN fis-2603 241 38   PROPN fis-2603 241 39   PROPN fis-2603 241 40   PROPN fis-2603 241 41   VERB fis-2603 242 1   X fis-2603 242 2   ADJ fis-2603 242 3   ADJ fis-2603 242 4   NOUN fis-2603 242 5   PROPN fis-2603 242 6   NOUN fis-2603 242 7   PROPN fis-2603 242 8   NOUN fis-2603 242 9 ( ( PUNCT fis-2603 242 10 34 34 NUM fis-2603 242 11 ) ) PUNCT fis-2603 242 12   NOUN fis-2603 243 1   PUNCT fis-2603 243 2 2 2 NUM fis-2603 243 3 1 1 NUM fis-2603 243 4 = = NOUN fis-2603 243 5 sin sin NOUN fis-2603 243 6 sin sin NOUN fis-2603 243 7 sin sin NOUN fis-2603 243 8 sf sf NOUN fis-2603 243 9 c c NOUN fis-2603 243 10 h h NOUN fis-2603 243 11 β β NOUN fis-2603 243 12 θ θ NOUN fis-2603 243 13 θ θ NOUN fis-2603 243 14 β β NOUN fis-2603 243 15   ADJ fis-2603 243 16   ADJ fis-2603 243 17   PROPN fis-2603 243 18                     SPACE fis-2603 243 19 ( ( PUNCT fis-2603 243 20 35 35 NUM fis-2603 243 21 ) ) SYM fis-2603 243 22 1 1 NUM fis-2603 244 1 = = NUM fis-2603 244 2 tan tan PROPN fis-2603 244 3 tan tan PROPN fis-2603 244 4 sf sf ADP fis-2603 244 5   PROPN fis-2603 244 6   PROPN fis-2603 244 7   ADJ fis-2603 244 8   PROPN fis-2603 244 9                                   SPACE fis-2603 244 10 ( ( PUNCT fis-2603 244 11 36 36 NUM fis-2603 244 12 ) ) PUNCT fis-2603 244 13   NOUN fis-2603 244 14 2 2 ADJ fis-2603 244 15 2 2 NUM fis-2603 244 16 1 1 NUM fis-2603 244 17 = = NOUN fis-2603 244 18 sin sin NOUN fis-2603 244 19 sin sin NOUN fis-2603 244 20 sin sin NOUN fis-2603 244 21 sf sf NOUN fis-2603 244 22 c c PROPN fis-2603 244 23 γ γ PROPN fis-2603 244 24 γ γ X fis-2603 244 25 h h NOUN fis-2603 244 26 β β NOUN fis-2603 244 27 θ θ X fis-2603 244 28 θ θ X fis-2603 244 29 β β SYM fis-2603 244 30   ADJ fis-2603 244 31   ADJ fis-2603 244 32   PROPN fis-2603 244 33   PROPN fis-2603 244 34   PROPN fis-2603 245 1   PUNCT fis-2603 245 2   PROPN fis-2603 245 3 = = NOUN fis-2603 245 4 2c 2c NOUN fis-2603 245 5 / / SYM fis-2603 245 6 γ γ X fis-2603 245 7 sin sin PROPN fis-2603 245 8 cos cos ADP fis-2603 245 9 tan tan PROPN fis-2603 245 10 sin sin NOUN fis-2603 245 11 sin sin NOUN fis-2603 245 12 sin sin PROPN fis-2603 245 13 sinsf sinsf PROPN fis-2603 245 14 h h PROPN fis-2603 245 15 β β NOUN fis-2603 245 16 θ θ X fis-2603 245 17 θ θ X fis-2603 245 18 φ φ X fis-2603 245 19 β β X fis-2603 245 20 h h NOUN fis-2603 245 21 β β X fis-2603 245 22 θ θ X fis-2603 245 23 θ θ NOUN fis-2603 245 24 β β PRON fis-2603 245 25   VERB fis-2603 245 26   X fis-2603 245 27   VERB fis-2603 245 28   PROPN fis-2603 245 29   PROPN fis-2603 245 30   NOUN fis-2603 245 31   PROPN fis-2603 245 32   VERB fis-2603 245 33   PROPN fis-2603 245 34     SPACE fis-2603 245 35 ( ( PUNCT fis-2603 245 36 37 37 NUM fis-2603 245 37 ) ) PUNCT fis-2603 245 38 a a DET fis-2603 245 39 slope slope NOUN fis-2603 245 40 geometry geometry NOUN fis-2603 245 41 example example NOUN fis-2603 245 42 of of ADP fis-2603 245 43 β=60ο β=60ο PROPN fis-2603 245 44 and and CCONJ fis-2603 245 45 η=25 η=25 NOUN fis-2603 245 46 m m NOUN fis-2603 245 47 and and CCONJ fis-2603 245 48 the the DET fis-2603 245 49 material material NOUN fis-2603 245 50 properties property NOUN fis-2603 245 51 from from ADP fis-2603 245 52 tables table NOUN fis-2603 245 53 5 5 NUM fis-2603 245 54 and and CCONJ fis-2603 245 55 6 6 NUM fis-2603 245 56 are be AUX fis-2603 245 57 considered consider VERB fis-2603 245 58 to to PART fis-2603 245 59 exhibit exhibit VERB fis-2603 245 60 the the DET fis-2603 245 61 safety safety NOUN fis-2603 245 62 probability probability NOUN fis-2603 245 63 calculation calculation NOUN fis-2603 245 64 . . PUNCT fis-2603 246 1 a a DET fis-2603 246 2 deterministic deterministic ADJ fis-2603 246 3 calculation calculation NOUN fis-2603 246 4 of of ADP fis-2603 246 5 the the DET fis-2603 246 6 best good ADJ fis-2603 246 7 estimate estimate NOUN fis-2603 246 8 of of ADP fis-2603 246 9 the the DET fis-2603 246 10 mean mean NOUN fis-2603 246 11 of of ADP fis-2603 246 12 smm smm NOUN fis-2603 246 13 and and CCONJ fis-2603 246 14 sfm sfm PROPN fis-2603 246 15 from from ADP fis-2603 246 16 eqs.(28,29 eqs.(28,29 PROPN fis-2603 246 17 ) ) PUNCT fis-2603 246 18 respectively respectively ADV fis-2603 246 19 is be AUX fis-2603 246 20 computed compute VERB fis-2603 246 21 first first ADV fis-2603 246 22 , , PUNCT fis-2603 246 23 by by ADP fis-2603 246 24 the the DET fis-2603 246 25 best good ADJ fis-2603 246 26 estimates estimate NOUN fis-2603 246 27 of of ADP fis-2603 246 28 the the DET fis-2603 246 29 mean mean NOUN fis-2603 246 30 of of ADP fis-2603 246 31 the the DET fis-2603 246 32 soil soil NOUN fis-2603 246 33 properties property NOUN fis-2603 246 34 ( ( PUNCT fis-2603 246 35 i.e. i.e. X fis-2603 246 36 cm cm NOUN fis-2603 246 37 , , PUNCT fis-2603 246 38 tan(φ)m tan(φ)m NOUN fis-2603 246 39 and and CCONJ fis-2603 246 40 γm γm ADJ fis-2603 246 41 ) ) PUNCT fis-2603 246 42 . . PUNCT fis-2603 247 1 then then ADV fis-2603 247 2 a a DET fis-2603 247 3 normal normal ADJ fis-2603 247 4 distribution distribution NOUN fis-2603 247 5 for for ADP fis-2603 247 6 sm sm PROPN fis-2603 247 7 and and CCONJ fis-2603 247 8 sf sf PROPN fis-2603 247 9 is be AUX fis-2603 247 10 applied apply VERB fis-2603 247 11 , , PUNCT fis-2603 247 12 in in ADP fis-2603 247 13 order order NOUN fis-2603 247 14 to to PART fis-2603 247 15 estimate estimate VERB fis-2603 247 16 their their PRON fis-2603 247 17 value value NOUN fis-2603 247 18 for for ADP fis-2603 247 19 a a DET fis-2603 247 20 probability probability NOUN fis-2603 247 21 not not PART fis-2603 247 22 greater great ADJ fis-2603 247 23 than than ADP fis-2603 247 24 5 5 NUM fis-2603 247 25 % % NOUN fis-2603 247 26 ( ( PUNCT fis-2603 247 27 i.e. i.e. X fis-2603 247 28 , , PUNCT fis-2603 247 29 eq.(38 eq.(38 NOUN fis-2603 247 30 ) ) PUNCT fis-2603 247 31 with with ADP fis-2603 247 32 k=1.64485 k=1.64485 PROPN fis-2603 247 33 ) ) PUNCT fis-2603 247 34 . . PUNCT fis-2603 248 1 the the DET fis-2603 248 2 uncertainties uncertainty NOUN fis-2603 248 3 u(sm u(sm NUM fis-2603 248 4 ) ) PUNCT fis-2603 248 5 and and CCONJ fis-2603 248 6 u(sf u(sf NOUN fis-2603 248 7 ) ) PUNCT fis-2603 248 8 are be AUX fis-2603 248 9 calculated calculate VERB fis-2603 248 10 by by ADP fis-2603 248 11 eqs.(30,34 eqs.(30,34 PROPN fis-2603 248 12 ) ) PUNCT fis-2603 248 13 applying apply VERB fis-2603 248 14 the the DET fis-2603 248 15 best good ADJ fis-2603 248 16 estimates estimate NOUN fis-2603 248 17 of of ADP fis-2603 248 18 the the DET fis-2603 248 19 mean mean NOUN fis-2603 248 20 and and CCONJ fis-2603 248 21 the the DET fis-2603 248 22 corresponding correspond VERB fis-2603 248 23 uncertainties uncertainty NOUN fis-2603 248 24 of of ADP fis-2603 248 25 c c NOUN fis-2603 248 26 , , PUNCT fis-2603 248 27 tan(φ tan(φ PROPN fis-2603 248 28 ) ) PUNCT fis-2603 248 29 and and CCONJ fis-2603 248 30 γ γ X fis-2603 248 31 ( ( PUNCT fis-2603 248 32 error error NOUN fis-2603 248 33 propagation propagation NOUN fis-2603 248 34 considers consider VERB fis-2603 248 35 the the DET fis-2603 248 36 standard standard ADJ fis-2603 248 37 error error NOUN fis-2603 248 38 of of ADP fis-2603 248 39 the the DET fis-2603 248 40 mean mean ADJ fis-2603 248 41 , , PUNCT fis-2603 248 42 i.e. i.e. X fis-2603 248 43 u u X fis-2603 248 44 = = NOUN fis-2603 248 45 se se X fis-2603 248 46 ) ) PUNCT fis-2603 248 47 . . PUNCT fis-2603 249 1 the the DET fis-2603 249 2 values value NOUN fis-2603 249 3 of of ADP fis-2603 249 4 sm sm PROPN fis-2603 249 5 and and CCONJ fis-2603 249 6 sf sf PROPN fis-2603 249 7 for for ADP fis-2603 249 8 probability probability NOUN fis-2603 249 9 p=5 p=5 NOUN fis-2603 249 10 % % NOUN fis-2603 249 11 and and CCONJ fis-2603 249 12 the the DET fis-2603 249 13 corresponding correspond VERB fis-2603 249 14 probability probability NOUN fis-2603 249 15 p p NOUN fis-2603 249 16 for for ADP fis-2603 249 17 sm<0 sm<0 PROPN fis-2603 249 18 and and CCONJ fis-2603 249 19 sf<0 sf<0 PROPN fis-2603 249 20 , , PUNCT fis-2603 249 21 all all PRON fis-2603 249 22 calculated calculate VERB fis-2603 249 23 for for ADP fis-2603 249 24 the the DET fis-2603 249 25 critical critical ADJ fis-2603 249 26 plane plane NOUN fis-2603 249 27 θcr θcr VERB fis-2603 249 28 that that PRON fis-2603 249 29 gives give VERB fis-2603 249 30 the the DET fis-2603 249 31 minimum minimum ADJ fis-2603 249 32 smm smm NOUN fis-2603 249 33 , , PUNCT fis-2603 249 34 are be AUX fis-2603 249 35 presented present VERB fis-2603 249 36 in in ADP fis-2603 249 37 tables table NOUN fis-2603 249 38 7 7 NUM fis-2603 249 39 and and CCONJ fis-2603 249 40 8 8 NUM fis-2603 249 41 . . PUNCT fis-2603 250 1 the the DET fis-2603 250 2 two two NUM fis-2603 250 3 sets set NOUN fis-2603 250 4 of of ADP fis-2603 250 5 statistical statistical ADJ fis-2603 250 6 measures measure NOUN fis-2603 250 7 from from ADP fis-2603 250 8 table table NOUN fis-2603 250 9 5 5 NUM fis-2603 250 10 for for ADP fis-2603 250 11 soil soil NOUN fis-2603 250 12 strength strength NOUN fis-2603 250 13 properties property NOUN fis-2603 250 14 have have AUX fis-2603 250 15 been be AUX fis-2603 250 16 used use VERB fis-2603 250 17 . . PUNCT fis-2603 251 1 ( ( PUNCT fis-2603 251 2 ) ) PUNCT fis-2603 251 3   PROPN fis-2603 251 4   NOUN fis-2603 251 5 msm msm PUNCT fis-2603 251 6 sm sm PROPN fis-2603 251 7 k k PROPN fis-2603 251 8 u u PROPN fis-2603 251 9 sm sm INTJ fis-2603 251 10 , , PUNCT fis-2603 251 11     SPACE fis-2603 251 12 ( ( PUNCT fis-2603 251 13 ) ) PUNCT fis-2603 251 14 msf msf PROPN fis-2603 251 15 sf sf NOUN fis-2603 251 16 k k PROPN fis-2603 251 17 u u PROPN fis-2603 251 18 sf sf ADJ fis-2603 251 19   NOUN fis-2603 251 20   PROPN fis-2603 251 21 ( ( PUNCT fis-2603 251 22 38 38 NUM fis-2603 251 23 ) ) PUNCT fis-2603 251 24 cm cm NOUN fis-2603 251 25 ( ( PUNCT fis-2603 251 26 kpa kpa PROPN fis-2603 251 27 ) ) PUNCT fis-2603 251 28 ( ( PUNCT fis-2603 251 29 tanφ)m tanφ)m SYM fis-2603 251 30 uc uc PROPN fis-2603 251 31 ( ( PUNCT fis-2603 251 32 kpa kpa PROPN fis-2603 251 33 ) ) PUNCT fis-2603 251 34 utanφ utanφ VERB fis-2603 251 35 smm= smm= PROPN fis-2603 251 36 min(smm min(smm NOUN fis-2603 251 37 ) ) PUNCT fis-2603 252 1 ( ( PUNCT fis-2603 252 2 kpa kpa PROPN fis-2603 252 3 ) ) PUNCT fis-2603 252 4 θcr θcr NOUN fis-2603 252 5 ( ( PUNCT fis-2603 252 6 o o NOUN fis-2603 252 7 ) ) PUNCT fis-2603 252 8 usm usm PROPN fis-2603 252 9 ( ( PUNCT fis-2603 252 10 kpa kpa PROPN fis-2603 252 11 ) ) PUNCT fis-2603 252 12 smp=5%= smp=5%= NOUN fis-2603 252 13 smm smm PROPN fis-2603 252 14 kusm kusm PROPN fis-2603 252 15 ( ( PUNCT fis-2603 252 16 kpa kpa PROPN fis-2603 252 17 ) ) PUNCT fis-2603 252 18 vsm vsm PROPN fis-2603 252 19 p(sm<0 p(sm<0 PROPN fis-2603 252 20 ) ) PUNCT fis-2603 253 1 ( ( PUNCT fis-2603 253 2 % % INTJ fis-2603 253 3 ) ) PUNCT fis-2603 253 4 66.00 66.00 NUM fis-2603 253 5 0.58225 0.58225 NUM fis-2603 253 6 15.46 15.46 NUM fis-2603 253 7 0.03470 0.03470 NUM fis-2603 253 8 1435.08 1435.08 NUM fis-2603 253 9 48 48 NUM fis-2603 253 10 527.49 527.49 NUM fis-2603 253 11 567.43 567.43 NUM fis-2603 253 12 2.721 2.721 NUM fis-2603 253 13 0.33 0.33 NUM fis-2603 253 14 64.34 64.34 NUM fis-2603 253 15 0.59415 0.59415 NUM fis-2603 253 16 18.56 18.56 NUM fis-2603 253 17 0.04526 0.04526 NUM fis-2603 253 18 1396.92 1396.92 NUM fis-2603 253 19 48 48 NUM fis-2603 253 20 631.85 631.85 NUM fis-2603 253 21 357.62 357.62 NUM fis-2603 253 22 2.211 2.211 NUM fis-2603 253 23 1.35 1.35 NUM fis-2603 253 24 table table NOUN fis-2603 253 25 7 7 NUM fis-2603 253 26 : : PUNCT fis-2603 253 27 calculations calculation NOUN fis-2603 253 28 of of ADP fis-2603 253 29 sm sm PROPN fis-2603 253 30 for for ADP fis-2603 253 31 p=5 p=5 NOUN fis-2603 253 32 % % NOUN fis-2603 253 33 and and CCONJ fis-2603 253 34 p p NOUN fis-2603 253 35 for for ADP fis-2603 253 36 sm<0 sm<0 PROPN fis-2603 253 37 based base VERB fis-2603 253 38 on on ADP fis-2603 253 39 the the DET fis-2603 253 40 minimum minimum ADJ fis-2603 253 41 best good ADJ fis-2603 253 42 estimate estimate NOUN fis-2603 253 43 of of ADP fis-2603 253 44 the the DET fis-2603 253 45 smm smm NOUN fis-2603 253 46 and and CCONJ fis-2603 253 47 the the DET fis-2603 253 48 corresponding corresponding ADJ fis-2603 253 49 θcr θcr NOUN fis-2603 253 50 . . PUNCT fis-2603 254 1 cm cm PROPN fis-2603 254 2 ( ( PUNCT fis-2603 254 3 kpa kpa PROPN fis-2603 254 4 ) ) PUNCT fis-2603 254 5 ( ( PUNCT fis-2603 254 6 tanφ)m tanφ)m SYM fis-2603 254 7 uc uc PROPN fis-2603 254 8 ( ( PUNCT fis-2603 254 9 kpa kpa PROPN fis-2603 254 10 ) ) PUNCT fis-2603 254 11 utanφ utanφ VERB fis-2603 254 12 sfm= sfm= PROPN fis-2603 254 13 min(sfm min(sfm NOUN fis-2603 254 14 ) ) PUNCT fis-2603 255 1 ( ( PUNCT fis-2603 255 2 kpa kpa PROPN fis-2603 255 3 ) ) PUNCT fis-2603 255 4 θcr θcr NOUN fis-2603 255 5 ( ( PUNCT fis-2603 255 6 o o NOUN fis-2603 255 7 ) ) PUNCT fis-2603 255 8 usf usf PROPN fis-2603 255 9 ( ( PUNCT fis-2603 255 10 kpa kpa PROPN fis-2603 255 11 ) ) PUNCT fis-2603 255 12 sfp=5%= sfp=5%= PROPN fis-2603 255 13 sfm sfm PROPN fis-2603 255 14 kusf kusf PROPN fis-2603 255 15 ( ( PUNCT fis-2603 255 16 kpa kpa PROPN fis-2603 255 17 ) ) PUNCT fis-2603 255 18 vsm vsm PROPN fis-2603 255 19 p(sf<1 p(sf<1 PROPN fis-2603 255 20 ) ) PUNCT fis-2603 255 21 ( ( PUNCT fis-2603 255 22 % % INTJ fis-2603 255 23 ) ) PUNCT fis-2603 255 24 66.00 66.00 NUM fis-2603 255 25 0.58225 0.58225 NUM fis-2603 255 26 15.46 15.46 NUM fis-2603 255 27 0.03470 0.03470 NUM fis-2603 255 28 1.639 1.639 NUM fis-2603 255 29 40 40 NUM fis-2603 255 30 0.241 0.241 NUM fis-2603 255 31 1.243 1.243 NUM fis-2603 255 32 6.800 6.800 NUM fis-2603 255 33 0.40 0.40 NUM fis-2603 255 34 64.34 64.34 NUM fis-2603 255 35 0.59415 0.59415 NUM fis-2603 255 36 18.56 18.56 NUM fis-2603 255 37 0.04526 0.04526 NUM fis-2603 255 38 1.6300 1.6300 NUM fis-2603 255 39 40 40 NUM fis-2603 255 40 0.284 0.284 NUM fis-2603 255 41 1.163 1.163 NUM fis-2603 255 42 5.740 5.740 NUM fis-2603 255 43 1.33 1.33 NUM fis-2603 255 44 table table NOUN fis-2603 255 45 8 8 NUM fis-2603 255 46 : : PUNCT fis-2603 255 47 calculations calculation NOUN fis-2603 255 48 of of ADP fis-2603 255 49 sf sf NOUN fis-2603 255 50 for for ADP fis-2603 255 51 p=5 p=5 NOUN fis-2603 255 52 % % NOUN fis-2603 255 53 and and CCONJ fis-2603 255 54 p p NOUN fis-2603 255 55 for for ADP fis-2603 255 56 sf<1 sf<1 PROPN fis-2603 255 57 based base VERB fis-2603 255 58 on on ADP fis-2603 255 59 the the DET fis-2603 255 60 minimum minimum ADJ fis-2603 255 61 best good ADJ fis-2603 255 62 estimate estimate NOUN fis-2603 255 63 of of ADP fis-2603 255 64 the the DET fis-2603 255 65 sfm sfm PROPN fis-2603 255 66 and and CCONJ fis-2603 255 67 the the DET fis-2603 255 68 corresponding corresponding ADJ fis-2603 255 69 θcr θcr NOUN fis-2603 255 70 . . PUNCT fis-2603 256 1 g. g. PROPN fis-2603 256 2 belokas belokas PROPN fis-2603 256 3 , , PUNCT fis-2603 256 4 frattura frattura PROPN fis-2603 256 5 ed ed PROPN fis-2603 256 6 integrità integrità PROPN fis-2603 256 7 strutturale strutturale PROPN fis-2603 256 8 , , PUNCT fis-2603 256 9 50 50 NUM fis-2603 256 10 ( ( PUNCT fis-2603 256 11 2019 2019 NUM fis-2603 256 12 ) ) PUNCT fis-2603 256 13 354 354 NUM fis-2603 256 14 - - SYM fis-2603 256 15 369 369 NUM fis-2603 256 16 ; ; PUNCT fis-2603 256 17 doi doi NOUN fis-2603 256 18 : : PUNCT fis-2603 256 19 10.3221 10.3221 NUM fis-2603 256 20 / / SYM fis-2603 256 21 igf igf PROPN fis-2603 256 22 - - PUNCT fis-2603 256 23 esis.50.30 esis.50.30 PRON fis-2603 256 24 366 366 NUM fis-2603 256 25 it it PRON fis-2603 256 26 is be AUX fis-2603 256 27 obvious obvious ADJ fis-2603 256 28 that that SCONJ fis-2603 256 29 the the DET fis-2603 256 30 minimum minimum ADJ fis-2603 256 31 values value NOUN fis-2603 256 32 of of ADP fis-2603 256 33 the the DET fis-2603 256 34 estimated estimate VERB fis-2603 256 35 means mean VERB fis-2603 256 36 smm=1435.08kpa smm=1435.08kpa PROPN fis-2603 256 37 and and CCONJ fis-2603 256 38 sfm=1.639 sfm=1.639 PROPN fis-2603 256 39 develop develop VERB fis-2603 256 40 for for ADP fis-2603 256 41 different different ADJ fis-2603 256 42 critical critical ADJ fis-2603 256 43 angle angle NOUN fis-2603 256 44 θcr θcr NOUN fis-2603 256 45 of of ADP fis-2603 256 46 the the DET fis-2603 256 47 plane plane NOUN fis-2603 256 48 of of ADP fis-2603 256 49 failure failure NOUN fis-2603 256 50 . . PUNCT fis-2603 257 1 however however ADV fis-2603 257 2 , , PUNCT fis-2603 257 3 the the DET fis-2603 257 4 corresponding correspond VERB fis-2603 257 5 values value NOUN fis-2603 257 6 of of ADP fis-2603 257 7 smp=5 smp=5 NOUN fis-2603 257 8 % % NOUN fis-2603 257 9 and and CCONJ fis-2603 257 10 sfp=5 sfp=5 ADJ fis-2603 257 11 % % NOUN fis-2603 257 12 ( ( PUNCT fis-2603 257 13 calculated calculate VERB fis-2603 257 14 in in ADP fis-2603 257 15 tables table NOUN fis-2603 257 16 7 7 NUM fis-2603 257 17 and and CCONJ fis-2603 257 18 8 8 NUM fis-2603 257 19 by by ADP fis-2603 257 20 applying apply VERB fis-2603 257 21 eq.(38 eq.(38 NOUN fis-2603 257 22 ) ) PUNCT fis-2603 257 23 ) ) PUNCT fis-2603 257 24 are be AUX fis-2603 257 25 not not PART fis-2603 257 26 the the DET fis-2603 257 27 minimum minimum ADJ fis-2603 257 28 ones one NOUN fis-2603 257 29 , , PUNCT fis-2603 257 30 nor nor CCONJ fis-2603 257 31 are be AUX fis-2603 257 32 psm<0 psm<0 NOUN fis-2603 257 33 and and CCONJ fis-2603 257 34 psf<1 psf<1 VERB fis-2603 257 35 the the DET fis-2603 257 36 maximum maximum ADJ fis-2603 257 37 ones one NOUN fis-2603 257 38 , , PUNCT fis-2603 257 39 as as SCONJ fis-2603 257 40 their their PRON fis-2603 257 41 minimum minimum ADJ fis-2603 257 42 and and CCONJ fis-2603 257 43 maximum maximum ADJ fis-2603 257 44 values value NOUN fis-2603 257 45 develop develop VERB fis-2603 257 46 for for ADP fis-2603 257 47 different different ADJ fis-2603 257 48 critical critical ADJ fis-2603 257 49 slopes slope NOUN fis-2603 257 50 θcr θcr VERB fis-2603 257 51 ( ( PUNCT fis-2603 257 52 presented present VERB fis-2603 257 53 in in ADP fis-2603 257 54 tables table NOUN fis-2603 257 55 9 9 NUM fis-2603 257 56 and and CCONJ fis-2603 257 57 10 10 NUM fis-2603 257 58 ) ) PUNCT fis-2603 257 59 . . PUNCT fis-2603 258 1 the the DET fis-2603 258 2 differences difference NOUN fis-2603 258 3 for for ADP fis-2603 258 4 the the DET fis-2603 258 5 problem problem NOUN fis-2603 258 6 examined examine VERB fis-2603 258 7 are be AUX fis-2603 258 8 of of ADP fis-2603 258 9 the the DET fis-2603 258 10 order order NOUN fis-2603 258 11 of of ADP fis-2603 258 12 4 4 NUM fis-2603 258 13 % % NOUN fis-2603 258 14 for for ADP fis-2603 258 15 the the DET fis-2603 258 16 sm sm NOUN fis-2603 258 17 with with ADP fis-2603 258 18 respect respect NOUN fis-2603 258 19 to to ADP fis-2603 258 20 the the DET fis-2603 258 21 min(smp=5 min(smp=5 PROPN fis-2603 258 22 % % NOUN fis-2603 258 23 ) ) PUNCT fis-2603 258 24 value value NOUN fis-2603 258 25 and and CCONJ fis-2603 258 26 of of ADP fis-2603 258 27 the the DET fis-2603 258 28 order order NOUN fis-2603 258 29 of of ADP fis-2603 258 30 1 1 NUM fis-2603 258 31 to to PART fis-2603 258 32 2 2 NUM fis-2603 258 33 % % NOUN fis-2603 258 34 for for ADP fis-2603 258 35 the the DET fis-2603 258 36 sf sf NOUN fis-2603 258 37 with with ADP fis-2603 258 38 respect respect NOUN fis-2603 258 39 to to ADP fis-2603 258 40 the the DET fis-2603 258 41 min(sfp=5 min(sfp=5 PROPN fis-2603 258 42 % % NOUN fis-2603 258 43 ) ) PUNCT fis-2603 258 44 . . PUNCT fis-2603 259 1 calculations calculation NOUN fis-2603 259 2 based base VERB fis-2603 259 3 on on ADP fis-2603 259 4 min min PROPN fis-2603 259 5 sm sm INTJ fis-2603 259 6 for for ADP fis-2603 259 7 p=5 p=5 NOUN fis-2603 259 8 % % NOUN fis-2603 259 9 cm cm NOUN fis-2603 259 10 ( ( PUNCT fis-2603 259 11 kpa kpa PROPN fis-2603 259 12 ) ) PUNCT fis-2603 259 13 ( ( PUNCT fis-2603 259 14 tanφ)m tanφ)m SYM fis-2603 259 15 uc uc PROPN fis-2603 259 16 ( ( PUNCT fis-2603 259 17 kpa kpa PROPN fis-2603 259 18 ) ) PUNCT fis-2603 259 19 utanφ utanφ VERB fis-2603 259 20 min(smp=5 min(smp=5 PROPN fis-2603 259 21 % % NOUN fis-2603 259 22 ) ) PUNCT fis-2603 259 23 ( ( PUNCT fis-2603 259 24 kpa kpa PROPN fis-2603 259 25 ) ) PUNCT fis-2603 259 26 θcr θcr NOUN fis-2603 259 27 ( ( PUNCT fis-2603 259 28 o o NOUN fis-2603 259 29 ) ) PUNCT fis-2603 259 30 usm usm PROPN fis-2603 259 31 ( ( PUNCT fis-2603 259 32 kpa kpa PROPN fis-2603 259 33 ) ) PUNCT fis-2603 259 34 smm smm NOUN fis-2603 259 35 ( ( PUNCT fis-2603 259 36 kpa kpa PROPN fis-2603 259 37 ) ) PUNCT fis-2603 259 38 vsm vsm PROPN fis-2603 259 39 psm<0 psm<0 VERB fis-2603 259 40 66.00 66.00 NUM fis-2603 259 41 0.58225 0.58225 NUM fis-2603 260 1 15.46 15.46 NUM fis-2603 260 2 0.03470 0.03470 NUM fis-2603 260 3 554.18 554.18 NUM fis-2603 260 4 46 46 NUM fis-2603 260 5 546.51 546.51 NUM fis-2603 260 6 1453.11 1453.11 NUM fis-2603 260 7 2.659 2.659 NUM fis-2603 260 8 0.39 0.39 NUM fis-2603 260 9 64.34 64.34 NUM fis-2603 260 10 0.59415 0.59415 NUM fis-2603 260 11 18.56 18.56 NUM fis-2603 260 12 0.04526 0.04526 NUM fis-2603 260 13 340.75 340.75 NUM fis-2603 260 14 46 46 NUM fis-2603 260 15 654.42 654.42 NUM fis-2603 260 16 1417.49 1417.49 NUM fis-2603 260 17 2.165 2.165 NUM fis-2603 260 18 1.54 1.54 NUM fis-2603 260 19 table table NOUN fis-2603 260 20 9.1 9.1 NUM fis-2603 260 21 : : PUNCT fis-2603 260 22 calculated calculate VERB fis-2603 260 23 minimum minimum NOUN fis-2603 260 24 sm sm NOUN fis-2603 260 25 for for ADP fis-2603 260 26 p=5 p=5 NOUN fis-2603 260 27 % % NOUN fis-2603 260 28 and and CCONJ fis-2603 260 29 the the DET fis-2603 260 30 corresponding corresponding ADJ fis-2603 260 31 θcr θcr NOUN fis-2603 260 32 , , PUNCT fis-2603 260 33 usm usm ADJ fis-2603 260 34 and and CCONJ fis-2603 260 35 smm smm ADJ fis-2603 260 36 values value NOUN fis-2603 260 37 . . PUNCT fis-2603 261 1 calculations calculation NOUN fis-2603 261 2 based base VERB fis-2603 261 3 on on ADP fis-2603 261 4 max max PROPN fis-2603 261 5 p p PROPN fis-2603 261 6 for for ADP fis-2603 261 7 sm<0 sm<0 PROPN fis-2603 261 8 cm cm PROPN fis-2603 261 9 ( ( PUNCT fis-2603 261 10 kpa kpa PROPN fis-2603 261 11 ) ) PUNCT fis-2603 261 12 ( ( PUNCT fis-2603 261 13 tanφ)m tanφ)m SYM fis-2603 261 14 uc uc PROPN fis-2603 261 15 ( ( PUNCT fis-2603 261 16 kpa kpa PROPN fis-2603 261 17 ) ) PUNCT fis-2603 261 18 utanφ utanφ NOUN fis-2603 261 19 max(psm<0 max(psm<0 NOUN fis-2603 261 20 ) ) PUNCT fis-2603 261 21 ( ( PUNCT fis-2603 261 22 % % INTJ fis-2603 261 23 ) ) PUNCT fis-2603 261 24 θcr θcr NOUN fis-2603 261 25 ( ( PUNCT fis-2603 261 26 o o NOUN fis-2603 261 27 ) ) PUNCT fis-2603 261 28 usm usm PROPN fis-2603 261 29 ( ( PUNCT fis-2603 261 30 kpa kpa PROPN fis-2603 261 31 ) ) PUNCT fis-2603 261 32 smm smm NOUN fis-2603 261 33 ( ( PUNCT fis-2603 261 34 kpa kpa PROPN fis-2603 261 35 ) ) PUNCT fis-2603 261 36 vsm vsm PROPN fis-2603 261 37 smp=5 smp=5 PROPN fis-2603 261 38 % % PROPN fis-2603 261 39 ( ( PUNCT fis-2603 261 40 kpa kpa PROPN fis-2603 261 41 ) ) PUNCT fis-2603 261 42 66.00 66.00 NUM fis-2603 261 43 0.58225 0.58225 NUM fis-2603 261 44 15.46 15.46 NUM fis-2603 261 45 0.03470 0.03470 NUM fis-2603 261 46 0.40 0.40 NUM fis-2603 261 47 45 45 NUM fis-2603 261 48 556.72 556.72 NUM fis-2603 261 49 1475.12 1475.12 NUM fis-2603 261 50 2.650 2.650 NUM fis-2603 261 51 559.40 559.40 NUM fis-2603 261 52 64.34 64.34 NUM fis-2603 261 53 0.59415 0.59415 NUM fis-2603 261 54 18.56 18.56 NUM fis-2603 261 55 0.04526 0.04526 NUM fis-2603 261 56 1.54 1.54 NUM fis-2603 261 57 45 45 NUM fis-2603 261 58 667.07 667.07 NUM fis-2603 261 59 1440.88 1440.88 NUM fis-2603 261 60 2.160 2.160 NUM fis-2603 261 61 343.64 343.64 NUM fis-2603 261 62 table table NOUN fis-2603 261 63 9.2 9.2 NUM fis-2603 261 64 : : PUNCT fis-2603 261 65 calculated calculate VERB fis-2603 261 66 maximum maximum ADJ fis-2603 261 67 p p NOUN fis-2603 261 68 for for ADP fis-2603 261 69 sm<0 sm<0 PROPN fis-2603 261 70 and and CCONJ fis-2603 261 71 the the DET fis-2603 261 72 corresponding corresponding ADJ fis-2603 261 73 θcr θcr NOUN fis-2603 261 74 , , PUNCT fis-2603 261 75 usm usm ADJ fis-2603 261 76 and and CCONJ fis-2603 261 77 smm smm ADJ fis-2603 261 78 values value NOUN fis-2603 261 79 . . PUNCT fis-2603 262 1 calculations calculation NOUN fis-2603 262 2 based base VERB fis-2603 262 3 on on ADP fis-2603 262 4 min min PROPN fis-2603 262 5 sf sf PROPN fis-2603 262 6 for for ADP fis-2603 262 7 p=5 p=5 NOUN fis-2603 262 8 % % NOUN fis-2603 262 9 cm cm NOUN fis-2603 262 10 ( ( PUNCT fis-2603 262 11 kpa kpa PROPN fis-2603 262 12 ) ) PUNCT fis-2603 262 13 ( ( PUNCT fis-2603 262 14 tanφ)m tanφ)m SYM fis-2603 262 15 uc uc PROPN fis-2603 262 16 ( ( PUNCT fis-2603 262 17 kpa kpa PROPN fis-2603 262 18 ) ) PUNCT fis-2603 262 19 utanφ utanφ VERB fis-2603 262 20 min(sfp=5 min(sfp=5 PROPN fis-2603 262 21 % % NOUN fis-2603 262 22 ) ) PUNCT fis-2603 263 1 ( ( PUNCT fis-2603 263 2 kpa kpa PROPN fis-2603 263 3 ) ) PUNCT fis-2603 263 4 θcr θcr NOUN fis-2603 263 5 ( ( PUNCT fis-2603 263 6 o o NOUN fis-2603 263 7 ) ) PUNCT fis-2603 263 8 usf usf PROPN fis-2603 263 9 ( ( PUNCT fis-2603 263 10 kpa kpa PROPN fis-2603 263 11 ) ) PUNCT fis-2603 263 12 sfm sfm PROPN fis-2603 263 13 ( ( PUNCT fis-2603 263 14 kpa kpa PROPN fis-2603 263 15 ) ) PUNCT fis-2603 263 16 vsf vsf PROPN fis-2603 263 17 psf<0 psf<0 NOUN fis-2603 263 18 66.00 66.00 NUM fis-2603 263 19 0.58225 0.58225 NUM fis-2603 263 20 15.46 15.46 NUM fis-2603 263 21 0.03470 0.03470 NUM fis-2603 263 22 1.231 1.231 NUM fis-2603 263 23 42.5 42.5 NUM fis-2603 263 24 0.260 0.260 NUM fis-2603 263 25 1.659 1.659 NUM fis-2603 263 26 6.383 6.383 NUM fis-2603 263 27 0.56 0.56 NUM fis-2603 263 28 64.34 64.34 NUM fis-2603 263 29 0.59415 0.59415 NUM fis-2603 263 30 18.56 18.56 NUM fis-2603 263 31 0.04526 0.04526 NUM fis-2603 263 32 1.141 1.141 NUM fis-2603 263 33 43.5 43.5 NUM fis-2603 263 34 0.317 0.317 NUM fis-2603 263 35 1.662 1.662 NUM fis-2603 263 36 5.243 5.243 NUM fis-2603 263 37 1.83 1.83 NUM fis-2603 263 38 table table NOUN fis-2603 263 39 10.1 10.1 NUM fis-2603 263 40 : : PUNCT fis-2603 263 41 calculated calculate VERB fis-2603 263 42 minimum minimum NOUN fis-2603 263 43 sf sf NOUN fis-2603 263 44 for for ADP fis-2603 263 45 p=5 p=5 NOUN fis-2603 263 46 % % NOUN fis-2603 263 47 and and CCONJ fis-2603 263 48 the the DET fis-2603 263 49 corresponding corresponding ADJ fis-2603 263 50 θcr θcr PROPN fis-2603 263 51 , , PUNCT fis-2603 263 52 usf usf ADJ fis-2603 263 53 and and CCONJ fis-2603 263 54 sfm sfm PROPN fis-2603 263 55 values value NOUN fis-2603 263 56 . . PUNCT fis-2603 264 1 calculations calculation NOUN fis-2603 264 2 based base VERB fis-2603 264 3 on on ADP fis-2603 264 4 max max PROPN fis-2603 264 5 p p PROPN fis-2603 264 6 for for ADP fis-2603 264 7 sf<0 sf<0 PROPN fis-2603 264 8 cm cm PROPN fis-2603 264 9 ( ( PUNCT fis-2603 264 10 kpa kpa PROPN fis-2603 264 11 ) ) PUNCT fis-2603 264 12 ( ( PUNCT fis-2603 264 13 tanφ)m tanφ)m SYM fis-2603 264 14 uc uc PROPN fis-2603 264 15 ( ( PUNCT fis-2603 264 16 kpa kpa PROPN fis-2603 264 17 ) ) PUNCT fis-2603 264 18 utanφ utanφ VERB fis-2603 264 19 max(psf<0 max(psf<0 NOUN fis-2603 264 20 ) ) PUNCT fis-2603 264 21 ( ( PUNCT fis-2603 264 22 % % INTJ fis-2603 264 23 ) ) PUNCT fis-2603 264 24 θcr θcr NOUN fis-2603 264 25 ( ( PUNCT fis-2603 264 26 o o NOUN fis-2603 264 27 ) ) PUNCT fis-2603 264 28 usf usf PROPN fis-2603 264 29 ( ( PUNCT fis-2603 264 30 kpa kpa PROPN fis-2603 264 31 ) ) PUNCT fis-2603 264 32 sfm sfm PROPN fis-2603 264 33 ( ( PUNCT fis-2603 264 34 kpa kpa PROPN fis-2603 264 35 ) ) PUNCT fis-2603 264 36 vsf vsf NOUN fis-2603 264 37 sfp=5 sfp=5 PROPN fis-2603 264 38 % % NOUN fis-2603 264 39 ( ( PUNCT fis-2603 264 40 kpa kpa PROPN fis-2603 264 41 ) ) PUNCT fis-2603 264 42 66.00 66.00 NUM fis-2603 264 43 0.58225 0.58225 NUM fis-2603 264 44 15.46 15.46 NUM fis-2603 264 45 0.03470 0.03470 NUM fis-2603 264 46 0.62 0.62 NUM fis-2603 264 47 45 45 NUM fis-2603 264 48 0.287 0.287 NUM fis-2603 264 49 1.718 1.718 NUM fis-2603 264 50 5.976 5.976 NUM fis-2603 264 51 1.245 1.245 NUM fis-2603 264 52 64.34 64.34 NUM fis-2603 264 53 0.59415 0.59415 NUM fis-2603 264 54 18.56 18.56 NUM fis-2603 264 55 0.04526 0.04526 NUM fis-2603 264 56 1.90 1.90 NUM fis-2603 264 57 45 45 NUM fis-2603 264 58 0.338 0.338 NUM fis-2603 264 59 1.701 1.701 NUM fis-2603 264 60 5.035 5.035 NUM fis-2603 264 61 1.145 1.145 NUM fis-2603 264 62 table table NOUN fis-2603 264 63 10.2 10.2 NUM fis-2603 264 64 : : PUNCT fis-2603 264 65 calculated calculate VERB fis-2603 264 66 maximum maximum ADJ fis-2603 264 67 p p NOUN fis-2603 264 68 for for ADP fis-2603 264 69 sf<0 sf<0 PROPN fis-2603 264 70 and and CCONJ fis-2603 264 71 the the DET fis-2603 264 72 corresponding corresponding ADJ fis-2603 264 73 θcr θcr PROPN fis-2603 264 74 , , PUNCT fis-2603 264 75 usf usf ADJ fis-2603 264 76 and and CCONJ fis-2603 264 77 sfm sfm PROPN fis-2603 264 78 values value NOUN fis-2603 264 79 .. .. PUNCT fis-2603 265 1 the the DET fis-2603 265 2 second second ADJ fis-2603 265 3 set set NOUN fis-2603 265 4 of of ADP fis-2603 265 5 soil soil NOUN fis-2603 265 6 strength strength NOUN fis-2603 265 7 parameters parameter NOUN fis-2603 265 8 lead lead VERB fis-2603 265 9 to to ADP fis-2603 265 10 more more ADV fis-2603 265 11 conservative conservative ADJ fis-2603 265 12 results result NOUN fis-2603 265 13 . . PUNCT fis-2603 266 1 the the DET fis-2603 266 2 comparison comparison NOUN fis-2603 266 3 of of ADP fis-2603 266 4 the the DET fis-2603 266 5 results result NOUN fis-2603 266 6 of of ADP fis-2603 266 7 tables table NOUN fis-2603 266 8 9.1 9.1 NUM fis-2603 266 9 and and CCONJ fis-2603 266 10 9.2 9.2 NUM fis-2603 266 11 with with ADP fis-2603 266 12 table table NOUN fis-2603 266 13 7 7 NUM fis-2603 266 14 and and CCONJ fis-2603 266 15 of of ADP fis-2603 266 16 tables table NOUN fis-2603 266 17 10.1 10.1 NUM fis-2603 266 18 and and CCONJ fis-2603 266 19 10.2 10.2 NUM fis-2603 266 20 with with ADP fis-2603 266 21 table table NOUN fis-2603 266 22 8 8 NUM fis-2603 266 23 shows show VERB fis-2603 266 24 that that SCONJ fis-2603 266 25 for for ADP fis-2603 266 26 the the DET fis-2603 266 27 probabilistic probabilistic ADJ fis-2603 266 28 analyses analysis NOUN fis-2603 266 29 it it PRON fis-2603 266 30 is be AUX fis-2603 266 31 preferable preferable ADJ fis-2603 266 32 to to PART fis-2603 266 33 determine determine VERB fis-2603 266 34 the the DET fis-2603 266 35 critical critical ADJ fis-2603 266 36 surface surface NOUN fis-2603 266 37 that that PRON fis-2603 266 38 corresponds correspond VERB fis-2603 266 39 to to ADP fis-2603 266 40 the the DET fis-2603 266 41 minimum minimum NOUN fis-2603 266 42 calculated calculate VERB fis-2603 266 43 sm sm NOUN fis-2603 266 44 or or CCONJ fis-2603 266 45 sf sf VERB fis-2603 266 46 for for ADP fis-2603 266 47 a a DET fis-2603 266 48 probability probability NOUN fis-2603 266 49 of of ADP fis-2603 266 50 exceedance exceedance NOUN fis-2603 266 51 5 5 NUM fis-2603 266 52 % % NOUN fis-2603 266 53 ( ( PUNCT fis-2603 266 54 or or CCONJ fis-2603 266 55 90 90 NUM fis-2603 266 56 % % NOUN fis-2603 266 57 confidence confidence NOUN fis-2603 266 58 level level NOUN fis-2603 266 59 , , PUNCT fis-2603 266 60 i.e. i.e. X fis-2603 266 61 minsmp=5 minsmp=5 NOUN fis-2603 266 62 % % NOUN fis-2603 266 63 or or CCONJ fis-2603 266 64 minsfp=5 minsfp=5 PROPN fis-2603 266 65 % % NOUN fis-2603 266 66 ) ) PUNCT fis-2603 266 67 , , PUNCT fis-2603 266 68 instead instead ADV fis-2603 266 69 of of ADP fis-2603 266 70 calculating calculate VERB fis-2603 266 71 the the DET fis-2603 266 72 critical critical ADJ fis-2603 266 73 surface surface NOUN fis-2603 266 74 of of ADP fis-2603 266 75 the the DET fis-2603 266 76 minimum minimum ADJ fis-2603 266 77 mean mean NOUN fis-2603 266 78 value value NOUN fis-2603 266 79 smm smm NOUN fis-2603 266 80 or or CCONJ fis-2603 266 81 sfm sfm PROPN fis-2603 266 82 first first ADV fis-2603 266 83 and and CCONJ fis-2603 266 84 then then ADV fis-2603 266 85 the the DET fis-2603 266 86 corresponding corresponding ADJ fis-2603 266 87 smp=5 smp=5 NOUN fis-2603 266 88 % % NOUN fis-2603 266 89 or or CCONJ fis-2603 266 90 sfp=5 sfp=5 NOUN fis-2603 266 91 % % NOUN fis-2603 266 92 . . PUNCT fis-2603 267 1 this this PRON fis-2603 267 2 happens happen VERB fis-2603 267 3 because because SCONJ fis-2603 267 4 there there PRON fis-2603 267 5 is be VERB fis-2603 267 6 no no DET fis-2603 267 7 linear linear ADJ fis-2603 267 8 relationship relationship NOUN fis-2603 267 9 between between ADP fis-2603 267 10 smm smm NOUN fis-2603 267 11 ( ( PUNCT fis-2603 267 12 or or CCONJ fis-2603 267 13 sfm sfm NOUN fis-2603 267 14 ) ) PUNCT fis-2603 267 15 and and CCONJ fis-2603 267 16 usm usm ADJ fis-2603 267 17 ( ( PUNCT fis-2603 267 18 or or CCONJ fis-2603 267 19 usf usf ADJ fis-2603 267 20 ) ) PUNCT fis-2603 267 21 for for ADP fis-2603 267 22 a a DET fis-2603 267 23 monotonically monotonically ADV fis-2603 267 24 increasing increase VERB fis-2603 267 25 or or CCONJ fis-2603 267 26 reducing reduce VERB fis-2603 267 27 failure failure NOUN fis-2603 267 28 plane plane NOUN fis-2603 267 29 angle angle NOUN fis-2603 267 30 . . PUNCT fis-2603 268 1 concerning concern VERB fis-2603 268 2 the the DET fis-2603 268 3 influence influence NOUN fis-2603 268 4 of of ADP fis-2603 268 5 the the DET fis-2603 268 6 individual individual ADJ fis-2603 268 7 uncertainties uncertainty NOUN fis-2603 268 8 fig.9 fig.9 PROPN fis-2603 268 9 shows show VERB fis-2603 268 10 their their PRON fis-2603 268 11 influence influence NOUN fis-2603 268 12 on on ADP fis-2603 268 13 the the DET fis-2603 268 14 minimum minimum NOUN fis-2603 268 15 sm sm NOUN fis-2603 268 16 and and CCONJ fis-2603 268 17 fig.10 fig.10 PRON fis-2603 268 18 on on ADP fis-2603 268 19 the the DET fis-2603 268 20 probability probability NOUN fis-2603 268 21 of of ADP fis-2603 268 22 having have VERB fis-2603 268 23 an an DET fis-2603 268 24 sm<0 sm<0 PROPN fis-2603 268 25 . . PUNCT fis-2603 269 1 fig.11 fig.11 PROPN fis-2603 269 2 shows show VERB fis-2603 269 3 their their PRON fis-2603 269 4 influence influence NOUN fis-2603 269 5 on on ADP fis-2603 269 6 the the DET fis-2603 269 7 minimum minimum NOUN fis-2603 269 8 sf sf NOUN fis-2603 269 9 and and CCONJ fis-2603 269 10 fig.12 fig.12 VERB fis-2603 269 11 on on ADP fis-2603 269 12 the the DET fis-2603 269 13 probability probability NOUN fis-2603 269 14 of of ADP fis-2603 269 15 having have VERB fis-2603 269 16 an an DET fis-2603 269 17 sf<1 sf<1 PROPN fis-2603 269 18 . . PUNCT fis-2603 270 1 it it PRON fis-2603 270 2 is be AUX fis-2603 270 3 apparent apparent ADJ fis-2603 270 4 that that SCONJ fis-2603 270 5 for for ADP fis-2603 270 6 this this DET fis-2603 270 7 specific specific ADJ fis-2603 270 8 problem problem NOUN fis-2603 270 9 , , PUNCT fis-2603 270 10 the the DET fis-2603 270 11 most most ADV fis-2603 270 12 influential influential ADJ fis-2603 270 13 factor factor NOUN fis-2603 270 14 on on ADP fis-2603 270 15 the the DET fis-2603 270 16 probabilistic probabilistic ADJ fis-2603 270 17 sm sm NOUN fis-2603 270 18 or or CCONJ fis-2603 270 19 sf sf PROPN fis-2603 270 20 is be AUX fis-2603 270 21 the the DET fis-2603 270 22 uncertainty uncertainty NOUN fis-2603 270 23 of of ADP fis-2603 270 24 cohesion cohesion NOUN fis-2603 270 25 . . PUNCT fis-2603 271 1 this this PRON fis-2603 271 2 is be AUX fis-2603 271 3 important important ADJ fis-2603 271 4 because because SCONJ fis-2603 271 5 cohesion cohesion NOUN fis-2603 271 6 generally generally ADV fis-2603 271 7 has have VERB fis-2603 271 8 a a DET fis-2603 271 9 greater great ADJ fis-2603 271 10 uncertainty uncertainty NOUN fis-2603 271 11 from from ADP fis-2603 271 12 the the DET fis-2603 271 13 angle angle NOUN fis-2603 271 14 of of ADP fis-2603 271 15 shearing shearing NOUN fis-2603 271 16 resistance resistance NOUN fis-2603 271 17 . . PUNCT fis-2603 272 1 the the DET fis-2603 272 2 dependence dependence NOUN fis-2603 272 3 sm sm ADV fis-2603 272 4 and and CCONJ fis-2603 272 5 sf sf VERB fis-2603 272 6 with with ADP fis-2603 272 7 the the DET fis-2603 272 8 various various ADJ fis-2603 272 9 uncertainties uncertainty NOUN fis-2603 272 10 present present VERB fis-2603 272 11 the the DET fis-2603 272 12 same same ADJ fis-2603 272 13 trends trend NOUN fis-2603 272 14 . . PUNCT fis-2603 273 1 the the DET fis-2603 273 2 above above ADJ fis-2603 273 3 results result NOUN fis-2603 273 4 will will AUX fis-2603 273 5 now now ADV fis-2603 273 6 be be AUX fis-2603 273 7 compared compare VERB fis-2603 273 8 with with ADP fis-2603 273 9 the the DET fis-2603 273 10 results result NOUN fis-2603 273 11 from from ADP fis-2603 273 12 the the DET fis-2603 273 13 deterministic deterministic ADJ fis-2603 273 14 analysis analysis NOUN fis-2603 273 15 , , PUNCT fis-2603 273 16 for for ADP fis-2603 273 17 which which PRON fis-2603 273 18 the the DET fis-2603 273 19 application application NOUN fis-2603 273 20 of of ADP fis-2603 273 21 eurocode eurocode NOUN fis-2603 273 22 7 7 NUM fis-2603 273 23 has have AUX fis-2603 273 24 been be AUX fis-2603 273 25 considered consider VERB fis-2603 273 26 and and CCONJ fis-2603 273 27 more more ADV fis-2603 273 28 specifically specifically ADV fis-2603 273 29 the the DET fis-2603 273 30 design design NOUN fis-2603 273 31 analysis analysis NOUN fis-2603 273 32 3 3 NUM fis-2603 273 33 ( ( PUNCT fis-2603 273 34 da-3 da-3 NOUN fis-2603 273 35 ) ) PUNCT fis-2603 273 36 . . PUNCT fis-2603 274 1 da-3 da-3 PROPN fis-2603 274 2 has have AUX fis-2603 274 3 become become VERB fis-2603 274 4 the the DET fis-2603 274 5 national national ADJ fis-2603 274 6 choice choice NOUN fis-2603 274 7 g. g. PROPN fis-2603 274 8 belokas belokas PROPN fis-2603 274 9 , , PUNCT fis-2603 274 10 frattura frattura PROPN fis-2603 274 11 ed ed PROPN fis-2603 274 12 integrità integrità PROPN fis-2603 274 13 strutturale strutturale PROPN fis-2603 274 14 , , PUNCT fis-2603 274 15 50 50 NUM fis-2603 274 16 ( ( PUNCT fis-2603 274 17 2019 2019 NUM fis-2603 274 18 ) ) PUNCT fis-2603 274 19 354 354 NUM fis-2603 274 20 - - SYM fis-2603 274 21 369 369 NUM fis-2603 274 22 ; ; PUNCT fis-2603 274 23 doi doi NOUN fis-2603 274 24 : : PUNCT fis-2603 274 25 10.3221 10.3221 NUM fis-2603 274 26 / / SYM fis-2603 274 27 igf igf PROPN fis-2603 274 28 - - PUNCT fis-2603 274 29 esis.50.30 esis.50.30 PROPN fis-2603 274 30 367 367 NUM fis-2603 274 31 of of ADP fis-2603 274 32 many many ADJ fis-2603 274 33 countries country NOUN fis-2603 274 34 for for ADP fis-2603 274 35 the the DET fis-2603 274 36 case case NOUN fis-2603 274 37 of of ADP fis-2603 274 38 overall overall ADJ fis-2603 274 39 stability stability NOUN fis-2603 274 40 of of ADP fis-2603 274 41 natural natural ADJ fis-2603 274 42 and and CCONJ fis-2603 274 43 cut cut ADJ fis-2603 274 44 slopes slope NOUN fis-2603 274 45 . . PUNCT fis-2603 275 1 according accord VERB fis-2603 275 2 to to ADP fis-2603 275 3 this this PRON fis-2603 275 4 , , PUNCT fis-2603 275 5 for for ADP fis-2603 275 6 the the DET fis-2603 275 7 drained drain VERB fis-2603 275 8 conditions condition NOUN fis-2603 275 9 , , PUNCT fis-2603 275 10 the the DET fis-2603 275 11 following follow VERB fis-2603 275 12 components component NOUN fis-2603 275 13 are be AUX fis-2603 275 14 used use VERB fis-2603 275 15 for for ADP fis-2603 275 16 deterministic deterministic ADJ fis-2603 275 17 analysis analysis NOUN fis-2603 275 18 : : PUNCT fis-2603 275 19 a a X fis-2603 275 20 ) ) PUNCT fis-2603 275 21 the the DET fis-2603 275 22 design design NOUN fis-2603 275 23 strength strength NOUN fis-2603 275 24 cd cd PROPN fis-2603 275 25 = = NOUN fis-2603 275 26 ck/(γμγm ck/(γμγm PROPN fis-2603 275 27 ) ) PUNCT fis-2603 275 28 , , PUNCT fis-2603 275 29 ( ( PUNCT fis-2603 275 30 tanφ)d=(tanφ)k/(γμγm tanφ)d=(tanφ)k/(γμγm NOUN fis-2603 275 31 ) ) PUNCT fis-2603 275 32 with with ADP fis-2603 275 33 γm=1.0 γm=1.0 PROPN fis-2603 275 34 ( ( PUNCT fis-2603 275 35 irrespectively irrespectively ADV fis-2603 275 36 of of ADP fis-2603 275 37 the the DET fis-2603 275 38 type type NOUN fis-2603 275 39 of of ADP fis-2603 275 40 analysis analysis NOUN fis-2603 275 41 ) ) PUNCT fis-2603 275 42 and and CCONJ fis-2603 275 43 γμ=1.25 γμ=1.25 PROPN fis-2603 275 44 , , PUNCT fis-2603 275 45 b b X fis-2603 275 46 ) ) PUNCT fis-2603 275 47 the the DET fis-2603 275 48 permanent permanent ADJ fis-2603 275 49 actions action NOUN fis-2603 275 50 gd gd ADP fis-2603 275 51 = = PROPN fis-2603 275 52 γggk γggk ADJ fis-2603 275 53 , , PUNCT fis-2603 275 54 with with ADP fis-2603 275 55 γg=1.0 γg=1.0 PROPN fis-2603 275 56 and and CCONJ fis-2603 275 57 c c X fis-2603 275 58 ) ) PUNCT fis-2603 275 59 the the DET fis-2603 275 60 mobile mobile ADJ fis-2603 275 61 design design NOUN fis-2603 275 62 loads load NOUN fis-2603 275 63 are be AUX fis-2603 275 64 qd qd ADP fis-2603 275 65 = = SYM fis-2603 275 66 γqqk γqqk ADJ fis-2603 275 67 , , PUNCT fis-2603 275 68 with with ADP fis-2603 275 69 γq=0 γq=0 NOUN fis-2603 275 70 or or CCONJ fis-2603 275 71 1.3 1.3 NUM fis-2603 275 72 for for ADP fis-2603 275 73 favourable favourable ADJ fis-2603 275 74 or or CCONJ fis-2603 275 75 unfavourable unfavourable ADJ fis-2603 275 76 loads load NOUN fis-2603 275 77 respectively respectively ADV fis-2603 275 78 . . PUNCT fis-2603 276 1 table table NOUN fis-2603 276 2 11 11 NUM fis-2603 276 3 shows show VERB fis-2603 276 4 the the DET fis-2603 276 5 results result NOUN fis-2603 276 6 for for ADP fis-2603 276 7 the the DET fis-2603 276 8 deterministic deterministic ADJ fis-2603 276 9 analyses analysis NOUN fis-2603 276 10 , , PUNCT fis-2603 276 11 in in ADP fis-2603 276 12 which which PRON fis-2603 276 13 the the DET fis-2603 276 14 four four NUM fis-2603 276 15 characteristic characteristic ADJ fis-2603 276 16 strength strength NOUN fis-2603 276 17 values value NOUN fis-2603 276 18 of of ADP fis-2603 276 19 table table NOUN fis-2603 276 20 6 6 NUM fis-2603 276 21 have have AUX fis-2603 276 22 been be AUX fis-2603 276 23 used use VERB fis-2603 276 24 , , PUNCT fis-2603 276 25 factored factor VERB fis-2603 276 26 by by ADP fis-2603 276 27 γμ=1.25 γμ=1.25 NOUN fis-2603 276 28 for for ADP fis-2603 276 29 the the DET fis-2603 276 30 design design NOUN fis-2603 276 31 strength strength NOUN fis-2603 276 32 values value NOUN fis-2603 276 33 . . PUNCT fis-2603 277 1 the the DET fis-2603 277 2 minimum minimum ADJ fis-2603 277 3 safety safety NOUN fis-2603 277 4 margin margin NOUN fis-2603 277 5 ( ( PUNCT fis-2603 277 6 sm sm NOUN fis-2603 277 7 ) ) PUNCT fis-2603 277 8 and and CCONJ fis-2603 277 9 safety safety NOUN fis-2603 277 10 factor factor NOUN fis-2603 277 11 ( ( PUNCT fis-2603 277 12 sf sf NOUN fis-2603 277 13 ) ) PUNCT fis-2603 277 14     SPACE fis-2603 277 15 figure figure NOUN fis-2603 277 16 9 9 NUM fis-2603 277 17 : : PUNCT fis-2603 277 18 influence influence NOUN fis-2603 277 19 of of ADP fis-2603 277 20 each each DET fis-2603 277 21 uncertainty uncertainty NOUN fis-2603 277 22 coefficient coefficient NOUN fis-2603 277 23 on on ADP fis-2603 277 24 the the DET fis-2603 277 25 value value NOUN fis-2603 277 26 of of ADP fis-2603 277 27 sm sm NOUN fis-2603 277 28 = = NOUN fis-2603 277 29 smm smm NOUN fis-2603 277 30 - - PUNCT fis-2603 277 31 kusm kusm NOUN fis-2603 277 32 . . PUNCT fis-2603 277 33     SPACE fis-2603 278 1 figure figure NOUN fis-2603 278 2 10 10 NUM fis-2603 278 3 : : PUNCT fis-2603 278 4 influence influence NOUN fis-2603 278 5 of of ADP fis-2603 278 6 each each DET fis-2603 278 7 uncertainty uncertainty NOUN fis-2603 278 8 coefficient coefficient NOUN fis-2603 278 9 on on ADP fis-2603 278 10 the the DET fis-2603 278 11 probability probability NOUN fis-2603 278 12 of of ADP fis-2603 278 13 sm<0 sm<0 PROPN fis-2603 278 14 . . PUNCT fis-2603 279 1 figure figure VERB fis-2603 279 2 11 11 NUM fis-2603 279 3 : : PUNCT fis-2603 279 4 influence influence NOUN fis-2603 279 5 of of ADP fis-2603 279 6 each each DET fis-2603 279 7 uncertainty uncertainty NOUN fis-2603 279 8 coefficient coefficient NOUN fis-2603 279 9 on on ADP fis-2603 279 10 the the DET fis-2603 279 11 value value NOUN fis-2603 279 12 of of ADP fis-2603 279 13 sf sf PROPN fis-2603 279 14 = = PROPN fis-2603 279 15 sfm sfm NOUN fis-2603 279 16 - - PUNCT fis-2603 279 17 kusf kusf NOUN fis-2603 279 18 . . PUNCT fis-2603 280 1 g. g. PROPN fis-2603 280 2 belokas belokas PROPN fis-2603 280 3 , , PUNCT fis-2603 280 4 frattura frattura PROPN fis-2603 280 5 ed ed PROPN fis-2603 280 6 integrità integrità PROPN fis-2603 280 7 strutturale strutturale PROPN fis-2603 280 8 , , PUNCT fis-2603 280 9 50 50 NUM fis-2603 280 10 ( ( PUNCT fis-2603 280 11 2019 2019 NUM fis-2603 280 12 ) ) PUNCT fis-2603 280 13 354 354 NUM fis-2603 280 14 - - SYM fis-2603 280 15 369 369 NUM fis-2603 280 16 ; ; PUNCT fis-2603 280 17 doi doi NOUN fis-2603 280 18 : : PUNCT fis-2603 280 19 10.3221 10.3221 NUM fis-2603 280 20 / / SYM fis-2603 280 21 igf igf PROPN fis-2603 280 22 - - PUNCT fis-2603 280 23 esis.50.30 esis.50.30 PROPN fis-2603 280 24 368 368 NUM fis-2603 280 25 figure figure NOUN fis-2603 280 26 12 12 NUM fis-2603 280 27 : : PUNCT fis-2603 280 28 influence influence NOUN fis-2603 280 29 of of ADP fis-2603 280 30 each each DET fis-2603 280 31 uncertainty uncertainty NOUN fis-2603 280 32 coefficient coefficient NOUN fis-2603 280 33 on on ADP fis-2603 280 34 the the DET fis-2603 280 35 probability probability NOUN fis-2603 280 36 of of ADP fis-2603 280 37 sf<1 sf<1 PROPN fis-2603 280 38 . . PROPN fis-2603 281 1 and and CCONJ fis-2603 281 2 their their PRON fis-2603 281 3 corresponding corresponding ADJ fis-2603 281 4 critical critical ADJ fis-2603 281 5 slip slip NOUN fis-2603 281 6 surface surface NOUN fis-2603 281 7 ( ( PUNCT fis-2603 281 8 θcr θcr PROPN fis-2603 281 9 ) ) PUNCT fis-2603 281 10 are be AUX fis-2603 281 11 presented present VERB fis-2603 281 12 . . PUNCT fis-2603 282 1 the the DET fis-2603 282 2 material material NOUN fis-2603 282 3 unit unit NOUN fis-2603 282 4 weight weight NOUN fis-2603 282 5 has have AUX fis-2603 282 6 been be AUX fis-2603 282 7 taken take VERB fis-2603 282 8 γsoil γsoil NOUN fis-2603 282 9 , , PUNCT fis-2603 282 10 m=22kn m=22kn ADV fis-2603 282 11 / / SYM fis-2603 282 12 m3 m3 PROPN fis-2603 282 13 with with ADP fis-2603 282 14 uncertainty uncertainty NOUN fis-2603 282 15 uγ=2kn uγ=2kn ADJ fis-2603 282 16 / / SYM fis-2603 282 17 m3 m3 PROPN fis-2603 282 18 . . PUNCT fis-2603 283 1 according accord VERB fis-2603 283 2 to to ADP fis-2603 283 3 the the DET fis-2603 283 4 calculations calculation NOUN fis-2603 283 5 , , PUNCT fis-2603 283 6 only only ADV fis-2603 283 7 characteristic characteristic ADJ fis-2603 283 8 2 2 NUM fis-2603 283 9 gives give VERB fis-2603 283 10 acceptable acceptable ADJ fis-2603 283 11 safety safety NOUN fis-2603 283 12 margin margin NOUN fis-2603 283 13 ( ( PUNCT fis-2603 283 14 sm>0 sm>0 NOUN fis-2603 283 15 ) ) PUNCT fis-2603 283 16 and and CCONJ fis-2603 283 17 safety safety NOUN fis-2603 283 18 factor factor NOUN fis-2603 283 19 ( ( PUNCT fis-2603 283 20 sf>1.00 sf>1.00 NOUN fis-2603 283 21 ) ) PUNCT fis-2603 283 22 and and CCONJ fis-2603 283 23 . . PUNCT fis-2603 284 1 the the DET fis-2603 284 2 critical critical ADJ fis-2603 284 3 failure failure NOUN fis-2603 284 4 plane plane NOUN fis-2603 284 5 determined determine VERB fis-2603 284 6 by by ADP fis-2603 284 7 sm sm PROPN fis-2603 284 8 and and CCONJ fis-2603 284 9 sf sf PROPN fis-2603 284 10 do do AUX fis-2603 284 11 not not PART fis-2603 284 12 coincide coincide VERB fis-2603 284 13 . . PUNCT fis-2603 285 1 characteristic characteristic ADJ fis-2603 285 2 values value NOUN fis-2603 285 3 1 1 NUM fis-2603 285 4 and and CCONJ fis-2603 285 5 4 4 NUM fis-2603 285 6 were be AUX fis-2603 285 7 derived derive VERB fis-2603 285 8 from from ADP fis-2603 285 9 the the DET fis-2603 285 10 statistical statistical ADJ fis-2603 285 11 measures measure NOUN fis-2603 285 12 used use VERB fis-2603 285 13 in in ADP fis-2603 285 14 the the DET fis-2603 285 15 above above ADJ fis-2603 285 16 analyses analysis NOUN fis-2603 285 17 . . PUNCT fis-2603 286 1 it it PRON fis-2603 286 2 is be AUX fis-2603 286 3 obvious obvious ADJ fis-2603 286 4 that that SCONJ fis-2603 286 5 probabilistic probabilistic ADJ fis-2603 286 6 and and CCONJ fis-2603 286 7 deterministic deterministic ADJ fis-2603 286 8 analyses analysis NOUN fis-2603 286 9 can can AUX fis-2603 286 10 give give VERB fis-2603 286 11 the the DET fis-2603 286 12 opposite opposite ADJ fis-2603 286 13 result result NOUN fis-2603 286 14 . . PUNCT fis-2603 287 1 in in ADP fis-2603 287 2 our our PRON fis-2603 287 3 case case NOUN fis-2603 287 4 the the DET fis-2603 287 5 deterministic deterministic ADJ fis-2603 287 6 analysis analysis NOUN fis-2603 287 7 was be AUX fis-2603 287 8 more more ADV fis-2603 287 9 conservative conservative ADJ fis-2603 287 10 , , PUNCT fis-2603 287 11 which which PRON fis-2603 287 12 has have VERB fis-2603 287 13 to to PART fis-2603 287 14 do do VERB fis-2603 287 15 with with ADP fis-2603 287 16 the the DET fis-2603 287 17 selection selection NOUN fis-2603 287 18 of of ADP fis-2603 287 19 the the DET fis-2603 287 20 partial partial ADJ fis-2603 287 21 safety safety NOUN fis-2603 287 22 factors factor NOUN fis-2603 287 23 . . PUNCT fis-2603 288 1 i i PRON fis-2603 288 2 cki cki PROPN fis-2603 288 3 ( ( PUNCT fis-2603 288 4 kpa kpa PROPN fis-2603 288 5 ) ) PUNCT fis-2603 288 6 tanφki tanφki PROPN fis-2603 288 7 cdi cdi PROPN fis-2603 288 8 ( ( PUNCT fis-2603 288 9 kpa kpa PROPN fis-2603 288 10 ) ) PUNCT fis-2603 288 11 tanφdi tanφdi PROPN fis-2603 288 12 smi smi PROPN fis-2603 288 13 θcr θcr PROPN fis-2603 288 14 , , PUNCT fis-2603 288 15 sm sm PROPN fis-2603 288 16 , , PUNCT fis-2603 288 17 i i PRON fis-2603 288 18 ( ( PUNCT fis-2603 288 19 o o NOUN fis-2603 288 20 ) ) PUNCT fis-2603 288 21 fsi fsi PROPN fis-2603 288 22 θcr θcr PROPN fis-2603 288 23 , , PUNCT fis-2603 288 24 fs fs ADP fis-2603 288 25 , , PUNCT fis-2603 288 26 i i PRON fis-2603 288 27 ( ( PUNCT fis-2603 288 28 o o NOUN fis-2603 288 29 ) ) PUNCT fis-2603 288 30 1 1 NUM fis-2603 288 31 39.60 39.60 NUM fis-2603 288 32 0.52297 0.52297 NUM fis-2603 288 33 31.38 31.38 NUM fis-2603 288 34 0.41837 0.41837 NUM fis-2603 288 35 -133.35 -133.35 PROPN fis-2603 288 36 41 41 NUM fis-2603 288 37 0.947 0.947 NUM fis-2603 288 38 42 42 NUM fis-2603 288 39 2 2 NUM fis-2603 288 40 55.65 55.65 NUM fis-2603 288 41 0.56288 0.56288 NUM fis-2603 288 42 44.52 44.52 NUM fis-2603 288 43 0.45030 0.45030 NUM fis-2603 288 44 431.74 431.74 NUM fis-2603 288 45 43 43 NUM fis-2603 288 46 1.174 1.174 NUM fis-2603 288 47 40.5 40.5 NUM fis-2603 288 48 3 3 NUM fis-2603 288 49 43.43 43.43 NUM fis-2603 288 50 0.49395 0.49395 NUM fis-2603 288 51 34.74 34.74 NUM fis-2603 288 52 0.39516 0.39516 NUM fis-2603 288 53 -86.60 -86.60 PROPN fis-2603 288 54 40.5 40.5 NUM fis-2603 288 55 0.967 0.967 NUM fis-2603 288 56 41 41 NUM fis-2603 288 57 4 4 NUM fis-2603 288 58 29.82 29.82 NUM fis-2603 288 59 0.50999 0.50999 NUM fis-2603 288 60 23.86 23.86 NUM fis-2603 288 61 0.40799 0.40799 NUM fis-2603 288 62 -466.99 -466.99 PROPN fis-2603 288 63 40 40 NUM fis-2603 288 64 0.814 0.814 NUM fis-2603 288 65 43.5 43.5 NUM fis-2603 288 66 table table NOUN fis-2603 288 67 11 11 NUM fis-2603 288 68 : : PUNCT fis-2603 288 69 deterministic deterministic ADJ fis-2603 288 70 stability stability NOUN fis-2603 288 71 calculation calculation NOUN fis-2603 288 72 with with ADP fis-2603 288 73 design design NOUN fis-2603 288 74 parameters parameter NOUN fis-2603 288 75 .. .. PUNCT fis-2603 288 76 conclusions conclusion NOUN fis-2603 288 77 reliability reliability NOUN fis-2603 288 78 methods method NOUN fis-2603 288 79 can can AUX fis-2603 288 80 be be AUX fis-2603 288 81 incorporated incorporate VERB fis-2603 288 82 for for ADP fis-2603 288 83 the the DET fis-2603 288 84 determination determination NOUN fis-2603 288 85 of of ADP fis-2603 288 86 soil soil NOUN fis-2603 288 87 strength strength NOUN fis-2603 288 88 statistical statistical ADJ fis-2603 288 89 measures measure NOUN fis-2603 288 90 and and CCONJ fis-2603 288 91 for for ADP fis-2603 288 92 probabilistic probabilistic ADJ fis-2603 288 93 limit limit NOUN fis-2603 288 94 equilibrium equilibrium NOUN fis-2603 288 95 analyses analysis NOUN fis-2603 288 96 . . PUNCT fis-2603 289 1 regarding regard VERB fis-2603 289 2 soil soil NOUN fis-2603 289 3 strength strength NOUN fis-2603 289 4 , , PUNCT fis-2603 289 5 the the DET fis-2603 289 6 determination determination NOUN fis-2603 289 7 of of ADP fis-2603 289 8 the the DET fis-2603 289 9 uncertainties uncertainty NOUN fis-2603 289 10 of of ADP fis-2603 289 11 the the DET fis-2603 289 12 mohr mohr PROPN fis-2603 289 13 – – PUNCT fis-2603 289 14 coulomb coulomb NOUN fis-2603 289 15 failure failure NOUN fis-2603 289 16 criterion criterion NOUN fis-2603 289 17 constants constant NOUN fis-2603 289 18 c c PROPN fis-2603 289 19 and and CCONJ fis-2603 289 20 tanφ tanφ PROPN fis-2603 289 21 from from ADP fis-2603 289 22 results result NOUN fis-2603 289 23 of of ADP fis-2603 289 24 the the DET fis-2603 289 25 typical typical ADJ fis-2603 289 26 triaxial triaxial ADJ fis-2603 289 27 test test NOUN fis-2603 289 28 can can AUX fis-2603 289 29 be be AUX fis-2603 289 30 calculated calculate VERB fis-2603 289 31 through through ADP fis-2603 289 32 an an DET fis-2603 289 33 error error NOUN fis-2603 289 34 propagation propagation NOUN fis-2603 289 35 technique technique NOUN fis-2603 289 36 , , PUNCT fis-2603 289 37 such such ADJ fis-2603 289 38 as as ADP fis-2603 289 39 the the DET fis-2603 289 40 form form NOUN fis-2603 289 41 , , PUNCT fis-2603 289 42 applied apply VERB fis-2603 289 43 to to ADP fis-2603 289 44 an an DET fis-2603 289 45 appropriate appropriate ADJ fis-2603 289 46 performance performance NOUN fis-2603 289 47 function function NOUN fis-2603 289 48 . . PUNCT fis-2603 290 1 this this DET fis-2603 290 2 function function NOUN fis-2603 290 3 relates relate VERB fis-2603 290 4 the the DET fis-2603 290 5 measured measure VERB fis-2603 290 6 ( ( PUNCT fis-2603 290 7 σ1 σ1 PROPN fis-2603 290 8 ) ) PUNCT fis-2603 290 9 and and CCONJ fis-2603 290 10 applied apply VERB fis-2603 290 11 ( ( PUNCT fis-2603 290 12 σ3 σ3 NOUN fis-2603 290 13 ) ) PUNCT fis-2603 290 14 quantities quantity NOUN fis-2603 290 15 to to ADP fis-2603 290 16 the the DET fis-2603 290 17 material material NOUN fis-2603 290 18 constants constant NOUN fis-2603 290 19 ( ( PUNCT fis-2603 290 20 c c X fis-2603 290 21 , , PUNCT fis-2603 290 22 φ φ NUM fis-2603 290 23 ) ) PUNCT fis-2603 290 24 of of ADP fis-2603 290 25 the the DET fis-2603 290 26 m m PROPN fis-2603 290 27 - - PUNCT fis-2603 290 28 c c NOUN fis-2603 290 29 failure failure NOUN fis-2603 290 30 criterion criterion NOUN fis-2603 290 31 by by ADP fis-2603 290 32 a a DET fis-2603 290 33 nonlinear nonlinear ADJ fis-2603 290 34 relationship relationship NOUN fis-2603 290 35 . . PUNCT fis-2603 291 1 the the DET fis-2603 291 2 form form NOUN fis-2603 291 3 was be AUX fis-2603 291 4 applied apply VERB fis-2603 291 5 to to ADP fis-2603 291 6 triaxial triaxial ADJ fis-2603 291 7 data datum NOUN fis-2603 291 8 and and CCONJ fis-2603 291 9 the the DET fis-2603 291 10 results result NOUN fis-2603 291 11 from from ADP fis-2603 291 12 different different ADJ fis-2603 291 13 approaches approach NOUN fis-2603 291 14 for for ADP fis-2603 291 15 calculating calculate VERB fis-2603 291 16 the the DET fis-2603 291 17 best good ADJ fis-2603 291 18 estimate estimate NOUN fis-2603 291 19 of of ADP fis-2603 291 20 the the DET fis-2603 291 21 mean mean NOUN fis-2603 291 22 , , PUNCT fis-2603 291 23 the the DET fis-2603 291 24 uncertainties uncertainty NOUN fis-2603 291 25 and and CCONJ fis-2603 291 26 the the DET fis-2603 291 27 characteristic characteristic ADJ fis-2603 291 28 values value NOUN fis-2603 291 29 of of ADP fis-2603 291 30 the the DET fis-2603 291 31 m m PROPN fis-2603 291 32 - - PROPN fis-2603 291 33 c c NOUN fis-2603 291 34 constants constant NOUN fis-2603 291 35 were be AUX fis-2603 291 36 compared compare VERB fis-2603 291 37 . . PUNCT fis-2603 292 1 for for ADP fis-2603 292 2 the the DET fis-2603 292 3 approaches approach NOUN fis-2603 292 4 considered consider VERB fis-2603 292 5 , , PUNCT fis-2603 292 6 the the DET fis-2603 292 7 direct direct ADJ fis-2603 292 8 application application NOUN fis-2603 292 9 of of ADP fis-2603 292 10 the the DET fis-2603 292 11 form form NOUN fis-2603 292 12 gave give VERB fis-2603 292 13 a a DET fis-2603 292 14 lower low ADJ fis-2603 292 15 uncertainty uncertainty NOUN fis-2603 292 16 , , PUNCT fis-2603 292 17 since since SCONJ fis-2603 292 18 the the DET fis-2603 292 19 consideration consideration NOUN fis-2603 292 20 of of ADP fis-2603 292 21 each each DET fis-2603 292 22 single single ADJ fis-2603 292 23 specimen speciman NOUN fis-2603 292 24 as as ADP fis-2603 292 25 independent independent ADJ fis-2603 292 26 increased increase VERB fis-2603 292 27 the the DET fis-2603 292 28 sample sample NOUN fis-2603 292 29 size size NOUN fis-2603 292 30 . . PUNCT fis-2603 293 1 the the DET fis-2603 293 2 uncertainties uncertainty NOUN fis-2603 293 3 together together ADV fis-2603 293 4 with with ADP fis-2603 293 5 the the DET fis-2603 293 6 corresponding corresponding ADJ fis-2603 293 7 best good ADJ fis-2603 293 8 estimates estimate NOUN fis-2603 293 9 were be AUX fis-2603 293 10 also also ADV fis-2603 293 11 used use VERB fis-2603 293 12 to to PART fis-2603 293 13 estimate estimate VERB fis-2603 293 14 the the DET fis-2603 293 15 characteristic characteristic ADJ fis-2603 293 16 failure failure NOUN fis-2603 293 17 envelope envelope NOUN fis-2603 293 18 . . PUNCT fis-2603 294 1 regarding regard VERB fis-2603 294 2 the the DET fis-2603 294 3 characteristic characteristic ADJ fis-2603 294 4 failure failure NOUN fis-2603 294 5 , , PUNCT fis-2603 294 6 envelope envelope VERB fis-2603 294 7 four four NUM fis-2603 294 8 different different ADJ fis-2603 294 9 approaches approach NOUN fis-2603 294 10 were be AUX fis-2603 294 11 presented present VERB fis-2603 294 12 with with ADP fis-2603 294 13 different different ADJ fis-2603 294 14 results result NOUN fis-2603 294 15 . . PUNCT fis-2603 295 1 the the DET fis-2603 295 2 form form NOUN fis-2603 295 3 gave give VERB fis-2603 295 4 the the DET fis-2603 295 5 more more ADV fis-2603 295 6 reliable reliable ADJ fis-2603 295 7 results result NOUN fis-2603 295 8 . . PUNCT fis-2603 296 1 in in ADP fis-2603 296 2 any any DET fis-2603 296 3 case case NOUN fis-2603 296 4 , , PUNCT fis-2603 296 5 engineering engineering NOUN fis-2603 296 6 judgement judgement NOUN fis-2603 296 7 on on ADP fis-2603 296 8 the the DET fis-2603 296 9 results result NOUN fis-2603 296 10 is be AUX fis-2603 296 11 necessary necessary ADJ fis-2603 296 12 . . PUNCT fis-2603 297 1 the the DET fis-2603 297 2 results result NOUN fis-2603 297 3 were be AUX fis-2603 297 4 applied apply VERB fis-2603 297 5 to to ADP fis-2603 297 6 a a DET fis-2603 297 7 simple simple ADJ fis-2603 297 8 planar planar ADJ fis-2603 297 9 failure failure NOUN fis-2603 297 10 problem problem NOUN fis-2603 297 11 , , PUNCT fis-2603 297 12 which which PRON fis-2603 297 13 allows allow VERB fis-2603 297 14 for for ADP fis-2603 297 15 a a DET fis-2603 297 16 direct direct ADJ fis-2603 297 17 comparison comparison NOUN fis-2603 297 18 of of ADP fis-2603 297 19 the the DET fis-2603 297 20 various various ADJ fis-2603 297 21 statistical statistical ADJ fis-2603 297 22 measures measure NOUN fis-2603 297 23 of of ADP fis-2603 297 24 the the DET fis-2603 297 25 sm sm NOUN fis-2603 297 26 and and CCONJ fis-2603 297 27 sf sf PROPN fis-2603 297 28 , , PUNCT fis-2603 297 29 since since SCONJ fis-2603 297 30 a a DET fis-2603 297 31 single single ADJ fis-2603 297 32 failure failure NOUN fis-2603 297 33 surface surface NOUN fis-2603 297 34 is be AUX fis-2603 297 35 considered consider VERB fis-2603 297 36 . . PUNCT fis-2603 298 1 it it PRON fis-2603 298 2 was be AUX fis-2603 298 3 observed observe VERB fis-2603 298 4 that that SCONJ fis-2603 298 5 the the DET fis-2603 298 6 maximum maximum ADJ fis-2603 298 7 probability probability NOUN fis-2603 298 8 of of ADP fis-2603 298 9 having have VERB fis-2603 298 10 a a DET fis-2603 298 11 sm<0 sm<0 PROPN fis-2603 298 12 or or CCONJ fis-2603 298 13 sf<1 sf<1 PROPN fis-2603 298 14 does do AUX fis-2603 298 15 not not PART fis-2603 298 16 correspond correspond VERB fis-2603 298 17 to to ADP fis-2603 298 18 the the DET fis-2603 298 19 minimum minimum ADJ fis-2603 298 20 best good ADJ fis-2603 298 21 estimate estimate NOUN fis-2603 298 22 of of ADP fis-2603 298 23 the the DET fis-2603 298 24 sm sm NOUN fis-2603 298 25 or or CCONJ fis-2603 298 26 sf sf PROPN fis-2603 298 27 . . PUNCT fis-2603 299 1 this this PRON fis-2603 299 2 is be AUX fis-2603 299 3 influenced influence VERB fis-2603 299 4 by by ADP fis-2603 299 5 the the DET fis-2603 299 6 non non ADJ fis-2603 299 7 – – PUNCT fis-2603 299 8 linear linear ADJ fis-2603 299 9 relationship relationship NOUN fis-2603 299 10 of of ADP fis-2603 299 11 sm sm PROPN fis-2603 299 12 and and CCONJ fis-2603 299 13 usm usm ADJ fis-2603 299 14 ( ( PUNCT fis-2603 299 15 or or CCONJ fis-2603 299 16 sf sf PROPN fis-2603 299 17 and and CCONJ fis-2603 299 18 usf usf ADJ fis-2603 299 19 ) ) PUNCT fis-2603 299 20 function function NOUN fis-2603 299 21 and and CCONJ fis-2603 299 22 needs need VERB fis-2603 299 23 further far ADV fis-2603 299 24 exploring explore VERB fis-2603 299 25 . . PUNCT fis-2603 300 1 the the DET fis-2603 300 2 sensitivity sensitivity NOUN fis-2603 300 3 analysis analysis NOUN fis-2603 300 4 showed show VERB fis-2603 300 5 that that SCONJ fis-2603 300 6 the the DET fis-2603 300 7 only only ADJ fis-2603 300 8 influential influential ADJ fis-2603 300 9 uncertainty uncertainty NOUN fis-2603 300 10 was be AUX fis-2603 300 11 that that PRON fis-2603 300 12 of of ADP fis-2603 300 13 cohesion cohesion NOUN fis-2603 300 14 , , PUNCT fis-2603 300 15 which which PRON fis-2603 300 16 generally generally ADV fis-2603 300 17 happens happen VERB fis-2603 300 18 to to PART fis-2603 300 19 have have VERB fis-2603 300 20 the the DET fis-2603 300 21 greater great ADJ fis-2603 300 22 variability variability NOUN fis-2603 300 23 with with ADP fis-2603 300 24 regards regard NOUN fis-2603 300 25 to to ADP fis-2603 300 26 other other ADJ fis-2603 300 27 soil soil NOUN fis-2603 300 28 constants constant NOUN fis-2603 300 29 . . PUNCT fis-2603 301 1 a a DET fis-2603 301 2 sensitivity sensitivity NOUN fis-2603 301 3 analysis analysis NOUN fis-2603 301 4 is be AUX fis-2603 301 5 recommended recommend VERB fis-2603 301 6 in in ADP fis-2603 301 7 probabilistic probabilistic ADJ fis-2603 301 8 analyses analysis NOUN fis-2603 301 9 in in ADP fis-2603 301 10 order order NOUN fis-2603 301 11 to to PART fis-2603 301 12 determine determine VERB fis-2603 301 13 the the DET fis-2603 301 14 influence influence NOUN fis-2603 301 15 of of ADP fis-2603 301 16 each each DET fis-2603 301 17 uncertainty uncertainty NOUN fis-2603 301 18 separately separately ADV fis-2603 301 19 . . PUNCT fis-2603 302 1 r r NOUN fis-2603 302 2 g. g. NOUN fis-2603 302 3 belokas belokas PROPN fis-2603 302 4 , , PUNCT fis-2603 302 5 frattura frattura PROPN fis-2603 302 6 ed ed PROPN fis-2603 302 7 integrità integrità PROPN fis-2603 302 8 strutturale strutturale PROPN fis-2603 302 9 , , PUNCT fis-2603 302 10 50 50 NUM fis-2603 302 11 ( ( PUNCT fis-2603 302 12 2019 2019 NUM fis-2603 302 13 ) ) PUNCT fis-2603 302 14 354 354 NUM fis-2603 302 15 - - SYM fis-2603 302 16 369 369 NUM fis-2603 302 17 ; ; PUNCT fis-2603 302 18 doi doi NOUN fis-2603 302 19 : : PUNCT fis-2603 302 20 10.3221 10.3221 NUM fis-2603 302 21 / / SYM fis-2603 302 22 igf igf PROPN fis-2603 302 23 - - PUNCT fis-2603 302 24 esis.50.30 esis.50.30 PROPN fis-2603 302 25 369 369 NUM fis-2603 302 26 the the DET fis-2603 302 27 deterministic deterministic ADJ fis-2603 302 28 analyses analysis NOUN fis-2603 302 29 gave give VERB fis-2603 302 30 in in ADP fis-2603 302 31 general general ADJ fis-2603 302 32 more more ADV fis-2603 302 33 conservative conservative ADJ fis-2603 302 34 results result NOUN fis-2603 302 35 and and CCONJ fis-2603 302 36 only only ADV fis-2603 302 37 one one NUM fis-2603 302 38 gave give VERB fis-2603 302 39 acceptable acceptable ADJ fis-2603 302 40 sm sm PROPN fis-2603 302 41 and and CCONJ fis-2603 302 42 sf sf PROPN fis-2603 302 43 values value NOUN fis-2603 302 44 . . PUNCT fis-2603 303 1 these these DET fis-2603 303 2 analyses analysis NOUN fis-2603 303 3 greatly greatly ADV fis-2603 303 4 depend depend VERB fis-2603 303 5 on on ADP fis-2603 303 6 the the DET fis-2603 303 7 selection selection NOUN fis-2603 303 8 of of ADP fis-2603 303 9 the the DET fis-2603 303 10 partial partial ADJ fis-2603 303 11 safety safety NOUN fis-2603 303 12 factor factor NOUN fis-2603 303 13 selection selection NOUN fis-2603 303 14 that that PRON fis-2603 303 15 determines determine VERB fis-2603 303 16 the the DET fis-2603 303 17 characteristic characteristic ADJ fis-2603 303 18 value value NOUN fis-2603 303 19 . . PUNCT fis-2603 304 1 the the DET fis-2603 304 2 partial partial ADJ fis-2603 304 3 factors factor NOUN fis-2603 304 4 are be AUX fis-2603 304 5 indirectly indirectly ADV fis-2603 304 6 related relate VERB fis-2603 304 7 to to ADP fis-2603 304 8 an an DET fis-2603 304 9 empirical empirical ADJ fis-2603 304 10 probability probability NOUN fis-2603 304 11 of of ADP fis-2603 304 12 exceedance exceedance NOUN fis-2603 304 13 and and CCONJ fis-2603 304 14 the the DET fis-2603 304 15 confidence confidence NOUN fis-2603 304 16 of of ADP fis-2603 304 17 material material NOUN fis-2603 304 18 properties property NOUN fis-2603 304 19 and and CCONJ fis-2603 304 20 method method NOUN fis-2603 304 21 of of ADP fis-2603 304 22 analysis analysis NOUN fis-2603 304 23 . . PUNCT fis-2603 305 1 on on ADP fis-2603 305 2 the the DET fis-2603 305 3 contrary contrary NOUN fis-2603 305 4 , , PUNCT fis-2603 305 5 all all DET fis-2603 305 6 probabilistic probabilistic ADJ fis-2603 305 7 analyses analysis NOUN fis-2603 305 8 gave give VERB fis-2603 305 9 acceptable acceptable ADJ fis-2603 305 10 sm sm PROPN fis-2603 305 11 and and CCONJ fis-2603 305 12 sf sf PROPN fis-2603 305 13 values value NOUN fis-2603 305 14 , , PUNCT fis-2603 305 15 which which PRON fis-2603 305 16 means mean VERB fis-2603 305 17 that that SCONJ fis-2603 305 18 probabilistic probabilistic ADJ fis-2603 305 19 analyses analysis NOUN fis-2603 305 20 could could AUX fis-2603 305 21 be be AUX fis-2603 305 22 used use VERB fis-2603 305 23 for for ADP fis-2603 305 24 an an DET fis-2603 305 25 appropriate appropriate ADJ fis-2603 305 26 selection selection NOUN fis-2603 305 27 of of ADP fis-2603 305 28 partial partial ADJ fis-2603 305 29 safety safety NOUN fis-2603 305 30 factors factor NOUN fis-2603 305 31 . . PUNCT fis-2603 306 1 therefore therefore ADV fis-2603 306 2 , , PUNCT fis-2603 306 3 the the DET fis-2603 306 4 application application NOUN fis-2603 306 5 of of ADP fis-2603 306 6 statistical statistical ADJ fis-2603 306 7 methods method NOUN fis-2603 306 8 can can AUX fis-2603 306 9 also also ADV fis-2603 306 10 set set VERB fis-2603 306 11 a a DET fis-2603 306 12 framework framework NOUN fis-2603 306 13 for for ADP fis-2603 306 14 the the DET fis-2603 306 15 selection selection NOUN fis-2603 306 16 of of ADP fis-2603 306 17 the the DET fis-2603 306 18 characteristic characteristic ADJ fis-2603 306 19 mechanical mechanical ADJ fis-2603 306 20 properties property NOUN fis-2603 306 21 , , PUNCT fis-2603 306 22 for for ADP fis-2603 306 23 deterministic deterministic ADJ fis-2603 306 24 analyses analysis NOUN fis-2603 306 25 . . PUNCT fis-2603 307 1 references reference NOUN fis-2603 307 2 [ [ X fis-2603 307 3 1 1 NUM fis-2603 307 4 ] ] PUNCT fis-2603 307 5 baecher baecher PROPN fis-2603 307 6 g. g. PROPN fis-2603 307 7 and and CCONJ fis-2603 307 8 christian christian PROPN fis-2603 307 9 j. j. PROPN fis-2603 307 10 ( ( PUNCT fis-2603 307 11 2003 2003 NUM fis-2603 307 12 ) ) PUNCT fis-2603 307 13 . . PUNCT fis-2603 308 1 reliability reliability NOUN fis-2603 308 2 and and CCONJ fis-2603 308 3 statistics statistic NOUN fis-2603 308 4 in in ADP fis-2603 308 5 geotechnical geotechnical ADJ fis-2603 308 6 engineering engineering NOUN fis-2603 308 7 , , PUNCT fis-2603 308 8 wiley wiley NOUN fis-2603 308 9 , , PUNCT fis-2603 308 10 p. p. NOUN fis-2603 308 11 618 618 NUM fis-2603 308 12 . . PUNCT fis-2603 309 1 [ [ X fis-2603 309 2 2 2 X fis-2603 309 3 ] ] X fis-2603 309 4 orr orr PROPN fis-2603 309 5 t. t. PROPN fis-2603 309 6 and and CCONJ fis-2603 309 7 breysse breysse PROPN fis-2603 309 8 d. d. PROPN fis-2603 309 9 ( ( PUNCT fis-2603 309 10 2008 2008 NUM fis-2603 309 11 ) ) PUNCT fis-2603 309 12 . . PUNCT fis-2603 310 1 eurocode eurocode VERB fis-2603 310 2 7 7 NUM fis-2603 310 3 and and CCONJ fis-2603 310 4 reliability reliability NOUN fis-2603 310 5 - - PUNCT fis-2603 310 6 based base VERB fis-2603 310 7 design design NOUN fis-2603 310 8 . . PUNCT fis-2603 311 1 reliability reliability NOUN fis-2603 311 2 - - PUNCT fis-2603 311 3 based base VERB fis-2603 311 4 design design NOUN fis-2603 311 5 in in ADP fis-2603 311 6 geotechnical geotechnical ADJ fis-2603 311 7 engineering engineering NOUN fis-2603 311 8 . . PUNCT fis-2603 312 1 computations computation NOUN fis-2603 312 2 and and CCONJ fis-2603 312 3 applications application NOUN fis-2603 312 4 , , PUNCT fis-2603 312 5 kok kok PROPN fis-2603 312 6 - - PUNCT fis-2603 312 7 kwang kwang PROPN fis-2603 312 8 phoon(edr phoon(edr PROPN fis-2603 312 9 ) ) PUNCT fis-2603 312 10 , , PUNCT fis-2603 312 11 taylor taylor PROPN fis-2603 312 12 & & CCONJ fis-2603 312 13 francis francis PROPN fis-2603 312 14 , , PUNCT fis-2603 312 15 pp pp X fis-2603 312 16 . . PUNCT fis-2603 313 1 298–343 298–343 X fis-2603 313 2 . . PUNCT fis-2603 314 1 [ [ X fis-2603 314 2 3 3 NUM fis-2603 314 3 ] ] X fis-2603 314 4 iso iso NOUN fis-2603 314 5 / / SYM fis-2603 314 6 iec iec PROPN fis-2603 314 7 guide guide VERB fis-2603 314 8 98 98 NUM fis-2603 314 9 - - SYM fis-2603 314 10 3:2008 3:2008 NUM fis-2603 314 11 . . PUNCT fis-2603 315 1 uncertainty uncertainty NOUN fis-2603 315 2 of of ADP fis-2603 315 3 measurement measurement NOUN fis-2603 315 4 – – PUNCT fis-2603 315 5 part part NOUN fis-2603 315 6 3 3 NUM fis-2603 315 7 : : PUNCT fis-2603 315 8 guide guide VERB fis-2603 315 9 to to ADP fis-2603 315 10 the the DET fis-2603 315 11 expression expression NOUN fis-2603 315 12 of of ADP fis-2603 315 13 uncertainty uncertainty NOUN fis-2603 315 14 in in ADP fis-2603 315 15 measurement measurement NOUN fis-2603 315 16 ( ( PUNCT fis-2603 315 17 gum gum NOUN fis-2603 315 18 : : PUNCT fis-2603 315 19 1995 1995 NUM fis-2603 315 20 ) ) PUNCT fis-2603 315 21 . . PUNCT fis-2603 316 1 [ [ X fis-2603 316 2 4 4 X fis-2603 316 3 ] ] X fis-2603 316 4 kulhawy kulhawy PROPN fis-2603 316 5 h. h. PROPN fis-2603 316 6 ( ( PUNCT fis-2603 316 7 1992 1992 NUM fis-2603 316 8 ) ) PUNCT fis-2603 316 9 . . PUNCT fis-2603 317 1 on on ADP fis-2603 317 2 the the DET fis-2603 317 3 evaluation evaluation NOUN fis-2603 317 4 of of ADP fis-2603 317 5 static static ADJ fis-2603 317 6 soil soil NOUN fis-2603 317 7 properties property NOUN fis-2603 317 8 , , PUNCT fis-2603 317 9 stability stability NOUN fis-2603 317 10 and and CCONJ fis-2603 317 11 performance performance NOUN fis-2603 317 12 of of ADP fis-2603 317 13 slopes slope NOUN fis-2603 317 14 and and CCONJ fis-2603 317 15 embankments embankment NOUN fis-2603 317 16 – – PUNCT fis-2603 317 17 ii ii NOUN fis-2603 317 18 , , PUNCT fis-2603 317 19 proceedings proceeding NOUN fis-2603 317 20 of of ADP fis-2603 317 21 a a DET fis-2603 317 22 specialty specialty NOUN fis-2603 317 23 conference conference NOUN fis-2603 317 24 , , PUNCT fis-2603 317 25 seed seed NOUN fis-2603 317 26 r.b r.b PROPN fis-2603 317 27 . . PROPN fis-2603 317 28 and and CCONJ fis-2603 317 29 boulanger boulanger PROPN fis-2603 317 30 r.w r.w PROPN fis-2603 317 31 . . PROPN fis-2603 317 32 ( ( PUNCT fis-2603 317 33 eds ed NOUN fis-2603 317 34 ) ) PUNCT fis-2603 317 35 , , PUNCT fis-2603 317 36 asce asce PROPN fis-2603 317 37 , , PUNCT fis-2603 317 38 pp pp ADJ fis-2603 317 39 . . PUNCT fis-2603 318 1 95–115 95–115 NUM fis-2603 318 2 . . PUNCT fis-2603 319 1 [ [ X fis-2603 319 2 5 5 X fis-2603 319 3 ] ] PUNCT fis-2603 319 4 duncan duncan PROPN fis-2603 319 5 j. j. PROPN fis-2603 319 6 m. m. PROPN fis-2603 319 7 ( ( PUNCT fis-2603 319 8 2000 2000 NUM fis-2603 319 9 ) ) PUNCT fis-2603 319 10 . . PUNCT fis-2603 320 1 factors factor NOUN fis-2603 320 2 of of ADP fis-2603 320 3 safety safety NOUN fis-2603 320 4 and and CCONJ fis-2603 320 5 reliability reliability NOUN fis-2603 320 6 in in ADP fis-2603 320 7 geotechnical geotechnical ADJ fis-2603 320 8 engineering engineering NOUN fis-2603 320 9 , , PUNCT fis-2603 320 10 journal journal NOUN fis-2603 320 11 of of ADP fis-2603 320 12 geotechnical geotechnical ADJ fis-2603 320 13 and and CCONJ fis-2603 320 14 geoenvironmental geoenvironmental ADJ fis-2603 320 15 engineering engineering NOUN fis-2603 320 16 , , PUNCT fis-2603 320 17 126(4 126(4 NUM fis-2603 320 18 ) ) PUNCT fis-2603 320 19 , , PUNCT fis-2603 320 20 pp pp ADP fis-2603 320 21 . . PUNCT fis-2603 321 1 307–316 307–316 NUM fis-2603 321 2 . . PUNCT fis-2603 322 1 [ [ X fis-2603 322 2 6 6 NUM fis-2603 322 3 ] ] X fis-2603 322 4 schneider schneider PROPN fis-2603 322 5 h.r h.r PROPN fis-2603 322 6 . . PROPN fis-2603 322 7 and and CCONJ fis-2603 322 8 fitze fitze PROPN fis-2603 322 9 p. p. PROPN fis-2603 322 10 ( ( PUNCT fis-2603 322 11 2013 2013 NUM fis-2603 322 12 ) ) PUNCT fis-2603 322 13 . . PUNCT fis-2603 323 1 characteristic characteristic ADJ fis-2603 323 2 shear shear NOUN fis-2603 323 3 strength strength NOUN fis-2603 323 4 values value NOUN fis-2603 323 5 for for ADP fis-2603 323 6 ec7 ec7 NOUN fis-2603 323 7 : : PUNCT fis-2603 323 8 guidelines guideline NOUN fis-2603 323 9 based base VERB fis-2603 323 10 on on ADP fis-2603 323 11 a a DET fis-2603 323 12 statistical statistical ADJ fis-2603 323 13 framework framework NOUN fis-2603 323 14 . . PUNCT fis-2603 324 1 proc proc NOUN fis-2603 324 2 . . PUNCT fis-2603 325 1 15th 15th ADJ fis-2603 325 2 european european ADJ fis-2603 325 3 conference conference NOUN fis-2603 325 4 on on ADP fis-2603 325 5 soil soil NOUN fis-2603 325 6 mechanics mechanic NOUN fis-2603 325 7 and and CCONJ fis-2603 325 8 geotechnical geotechnical ADJ fis-2603 325 9 engineering engineering NOUN fis-2603 325 10 , , PUNCT fis-2603 325 11 4 4 NUM fis-2603 325 12 , , PUNCT fis-2603 325 13 pp pp ADJ fis-2603 325 14 . . PUNCT fis-2603 326 1 318–324 318–324 NUM fis-2603 326 2 . . PUNCT fis-2603 327 1 [ [ X fis-2603 327 2 7 7 X fis-2603 327 3 ] ] X fis-2603 327 4 fellin fellin PROPN fis-2603 327 5 w. w. PROPN fis-2603 327 6 ( ( PUNCT fis-2603 327 7 2005 2005 NUM fis-2603 327 8 ) ) PUNCT fis-2603 327 9 . . PUNCT fis-2603 328 1 assessment assessment NOUN fis-2603 328 2 of of ADP fis-2603 328 3 characteristic characteristic ADJ fis-2603 328 4 shear shear NOUN fis-2603 328 5 strength strength NOUN fis-2603 328 6 parameters parameter NOUN fis-2603 328 7 of of ADP fis-2603 328 8 soil soil NOUN fis-2603 328 9 and and CCONJ fis-2603 328 10 its its PRON fis-2603 328 11 implication implication NOUN fis-2603 328 12 in in ADP fis-2603 328 13 geotechnical geotechnical ADJ fis-2603 328 14 design design NOUN fis-2603 328 15 , , PUNCT fis-2603 328 16 analyzing analyze VERB fis-2603 328 17 uncertainty uncertainty NOUN fis-2603 328 18 in in ADP fis-2603 328 19 civil civil ADJ fis-2603 328 20 engineering engineering NOUN fis-2603 328 21 , , PUNCT fis-2603 328 22 fellin fellin PROPN fis-2603 328 23 , , PUNCT fis-2603 328 24 w. w. PROPN fis-2603 328 25 , , PUNCT fis-2603 328 26 lessmann lessmann PROPN fis-2603 328 27 , , PUNCT fis-2603 328 28 h. h. PROPN fis-2603 328 29 , , PUNCT fis-2603 328 30 oberguggenberger oberguggenberger NOUN fis-2603 328 31 , , PUNCT fis-2603 328 32 m. m. NOUN fis-2603 328 33 , , PUNCT fis-2603 328 34 vieider vieider NOUN fis-2603 328 35 , , PUNCT fis-2603 328 36 r. r. PROPN fis-2603 328 37 ( ( PUNCT fis-2603 328 38 eds eds PROPN fis-2603 328 39 . . PUNCT fis-2603 328 40 ) ) PUNCT fis-2603 328 41 , , PUNCT fis-2603 328 42 springer springer NOUN fis-2603 328 43 , , PUNCT fis-2603 328 44 pp pp ADJ fis-2603 328 45 . . PUNCT fis-2603 329 1 1–15 1–15 NUM fis-2603 329 2 . . PUNCT fis-2603 330 1 [ [ X fis-2603 330 2 8 8 NUM fis-2603 330 3 ] ] X fis-2603 330 4 pohl pohl PROPN fis-2603 330 5 c. c. PROPN fis-2603 330 6 ( ( PUNCT fis-2603 330 7 2011 2011 NUM fis-2603 330 8 ) ) PUNCT fis-2603 330 9 . . PUNCT fis-2603 331 1 determination determination NOUN fis-2603 331 2 of of ADP fis-2603 331 3 characteristic characteristic ADJ fis-2603 331 4 soil soil NOUN fis-2603 331 5 values value NOUN fis-2603 331 6 by by ADP fis-2603 331 7 statistical statistical ADJ fis-2603 331 8 methods method NOUN fis-2603 331 9 . . PUNCT fis-2603 332 1 isgsr isgsr VERB fis-2603 332 2 2011 2011 NUM fis-2603 332 3 vogt vogt PROPN fis-2603 332 4 , , PUNCT fis-2603 332 5 schuppener schuppener NOUN fis-2603 332 6 , , PUNCT fis-2603 332 7 straub straub PROPN fis-2603 332 8 & & CCONJ fis-2603 332 9 bräu bräu PROPN fis-2603 332 10 ( ( PUNCT fis-2603 332 11 eds ed NOUN fis-2603 332 12 ) ) PUNCT fis-2603 332 13 , , PUNCT fis-2603 332 14 pp pp ADP fis-2603 332 15 . . PUNCT fis-2603 333 1 427–434 427–434 NUM fis-2603 333 2 . . PUNCT fis-2603 334 1 [ [ X fis-2603 334 2 9 9 NUM fis-2603 334 3 ] ] X fis-2603 334 4 frank frank PROPN fis-2603 334 5 r. r. PROPN fis-2603 334 6 , , PUNCT fis-2603 334 7 bauduin bauduin PROPN fis-2603 334 8 c. c. PROPN fis-2603 334 9 , , PUNCT fis-2603 334 10 driscoll driscoll PROPN fis-2603 334 11 r. r. PROPN fis-2603 334 12 , , PUNCT fis-2603 334 13 kavvadas kavvadas PROPN fis-2603 334 14 m. m. PROPN fis-2603 334 15 , , PUNCT fis-2603 334 16 krebs krebs PROPN fis-2603 334 17 ovensen ovensen PROPN fis-2603 334 18 n. n. PROPN fis-2603 334 19 , , PUNCT fis-2603 334 20 orr orr PROPN fis-2603 334 21 t. t. PROPN fis-2603 334 22 and and CCONJ fis-2603 334 23 schuppener schuppener PROPN fis-2603 334 24 b. b. PROPN fis-2603 334 25 ( ( PUNCT fis-2603 334 26 2004 2004 NUM fis-2603 334 27 ) ) PUNCT fis-2603 334 28 . . PUNCT fis-2603 335 1 designers designer NOUN fis-2603 335 2 ' ' PART fis-2603 335 3 guide guide NOUN fis-2603 335 4 to to ADP fis-2603 335 5 en en ADP fis-2603 335 6 1997 1997 NUM fis-2603 335 7 - - SYM fis-2603 335 8 1 1 NUM fis-2603 335 9 eurocode eurocode NOUN fis-2603 335 10 7 7 NUM fis-2603 335 11 : : PUNCT fis-2603 335 12 geotechnical geotechnical ADJ fis-2603 335 13 design design NOUN fis-2603 335 14 general general ADJ fis-2603 335 15 rules rule NOUN fis-2603 335 16 , , PUNCT fis-2603 335 17 thomas thomas PROPN fis-2603 335 18 telford telford PROPN fis-2603 335 19 , , PUNCT fis-2603 335 20 p. p. NOUN fis-2603 335 21 216 216 NUM fis-2603 335 22 . . PUNCT fis-2603 336 1 [ [ X fis-2603 336 2 10 10 NUM fis-2603 336 3 ] ] PUNCT fis-2603 336 4 kottegoda kottegoda NOUN fis-2603 336 5 n. n. PROPN fis-2603 336 6 t. t. PROPN fis-2603 336 7 and and CCONJ fis-2603 336 8 rosso rosso PROPN fis-2603 336 9 r. r. PROPN fis-2603 336 10 ( ( PUNCT fis-2603 336 11 2008 2008 NUM fis-2603 336 12 ) ) PUNCT fis-2603 336 13 . . PUNCT fis-2603 337 1 applied apply VERB fis-2603 337 2 statistics statistic NOUN fis-2603 337 3 for for ADP fis-2603 337 4 civil civil ADJ fis-2603 337 5 and and CCONJ fis-2603 337 6 environmental environmental ADJ fis-2603 337 7 engineers engineer NOUN fis-2603 337 8 , , PUNCT fis-2603 337 9 2nd 2nd PROPN fis-2603 337 10 edition edition NOUN fis-2603 337 11 , , PUNCT fis-2603 337 12 wileyblackwell wileyblackwell ADJ fis-2603 337 13 , , PUNCT fis-2603 337 14 p. p. NOUN fis-2603 337 15 736 736 NUM fis-2603 337 16 . . PUNCT fis-2603 338 1 [ [ X fis-2603 338 2 11 11 NUM fis-2603 338 3 ] ] X fis-2603 338 4 tsiambaos tsiambaos PROPN fis-2603 338 5 g. g. PROPN fis-2603 338 6 ( ( PUNCT fis-2603 338 7 1988 1988 NUM fis-2603 338 8 ) ) PUNCT fis-2603 338 9 . . PUNCT fis-2603 339 1 technicogeological technicogeological ADJ fis-2603 339 2 features feature NOUN fis-2603 339 3 of of ADP fis-2603 339 4 the the DET fis-2603 339 5 herakleion herakleion NOUN fis-2603 339 6 crete crete PROPN fis-2603 339 7 marls marls PROPN fis-2603 339 8 . . PUNCT fis-2603 340 1 phd phd PROPN fis-2603 340 2 , , PUNCT fis-2603 340 3 university university PROPN fis-2603 340 4 of of ADP fis-2603 340 5 patras patras PROPN fis-2603 340 6 , , PUNCT fis-2603 340 7 p. p. NOUN fis-2603 340 8 358 358 NUM fis-2603 340 9 ( ( PUNCT fis-2603 340 10 in in ADP fis-2603 340 11 greek greek NOUN fis-2603 340 12 ) ) PUNCT fis-2603 340 13 . . PUNCT fis-2603 341 1 [ [ X fis-2603 341 2 12 12 NUM fis-2603 341 3 ] ] X fis-2603 341 4 schneider schneider PROPN fis-2603 341 5 h.r h.r PROPN fis-2603 341 6 . . PROPN fis-2603 341 7 ( ( PUNCT fis-2603 341 8 1997 1997 NUM fis-2603 341 9 ) ) PUNCT fis-2603 341 10 . . PUNCT fis-2603 342 1 definition definition NOUN fis-2603 342 2 and and CCONJ fis-2603 342 3 determination determination NOUN fis-2603 342 4 of of ADP fis-2603 342 5 characteristic characteristic ADJ fis-2603 342 6 soil soil NOUN fis-2603 342 7 properties property NOUN fis-2603 342 8 . . PUNCT fis-2603 343 1 proc proc NOUN fis-2603 343 2 . . PUNCT fis-2603 344 1 14th 14th ADJ fis-2603 344 2 international international ADJ fis-2603 344 3 conference conference NOUN fis-2603 344 4 on on ADP fis-2603 344 5 soil soil NOUN fis-2603 344 6 mechanics mechanic NOUN fis-2603 344 7 and and CCONJ fis-2603 344 8 foundation foundation PROPN fis-2603 344 9 engineering engineering NOUN fis-2603 344 10 , , PUNCT fis-2603 344 11 4 4 NUM fis-2603 344 12 , , PUNCT fis-2603 344 13 pp pp ADJ fis-2603 344 14 . . PUNCT fis-2603 344 15 2271–2274 2271–2274 NUM fis-2603 344 16 . . PUNCT fis-2603 345 1 [ [ X fis-2603 345 2 13 13 NUM fis-2603 345 3 ] ] X fis-2603 345 4 wu wu PROPN fis-2603 345 5 t. t. PROPN fis-2603 345 6 ( ( PUNCT fis-2603 345 7 2008 2008 NUM fis-2603 345 8 ) ) PUNCT fis-2603 345 9 . . PUNCT fis-2603 346 1 reliability reliability NOUN fis-2603 346 2 analysis analysis NOUN fis-2603 346 3 of of ADP fis-2603 346 4 slopes slope NOUN fis-2603 346 5 , , PUNCT fis-2603 346 6 reliability reliability NOUN fis-2603 346 7 - - PUNCT fis-2603 346 8 based base VERB fis-2603 346 9 design design NOUN fis-2603 346 10 in in ADP fis-2603 346 11 geotechnical geotechnical ADJ fis-2603 346 12 engineering engineering NOUN fis-2603 346 13 , , PUNCT fis-2603 346 14 computations computation NOUN fis-2603 346 15 and and CCONJ fis-2603 346 16 applications application NOUN fis-2603 346 17 , , PUNCT fis-2603 346 18 kok kok PROPN fis-2603 346 19 - - PUNCT fis-2603 346 20 kwang kwang PROPN fis-2603 346 21 phoon phoon PROPN fis-2603 346 22 ( ( PUNCT fis-2603 346 23 ed ed NOUN fis-2603 346 24 . . PUNCT fis-2603 346 25 ) ) PUNCT fis-2603 346 26 , , PUNCT fis-2603 346 27 taylor taylor PROPN fis-2603 346 28 & & CCONJ fis-2603 346 29 francis francis PROPN fis-2603 346 30 , , PUNCT fis-2603 346 31 pp pp X fis-2603 346 32 . . PUNCT fis-2603 347 1 413–447 413–447 NUM fis-2603 347 2 . . PUNCT fis-2603 348 1 < < X fis-2603 348 2 < < X fis-2603 348 3 /ascii85encodepages /ascii85encodepage NOUN fis-2603 348 4 false false ADJ fis-2603 348 5 /allowtransparency /allowtransparency NOUN fis-2603 348 6 false false ADJ fis-2603 348 7 /autopositionepsfiles /autopositionepsfile NOUN fis-2603 348 8 true true ADJ fis-2603 348 9 /autorotatepages /autorotatepage NOUN fis-2603 348 10 /none /none PUNCT fis-2603 348 11 /binding /binding PUNCT fis-2603 348 12 /left /left ADJ fis-2603 349 1 /calgrayprofile /calgrayprofile VERB fis-2603 349 2 ( ( PUNCT fis-2603 349 3 dot dot NOUN fis-2603 349 4 gain gain NOUN fis-2603 349 5 20 20 NUM fis-2603 349 6 % % NOUN fis-2603 349 7 ) ) PUNCT fis-2603 349 8 /calrgbprofile /calrgbprofile PUNCT fis-2603 350 1 ( ( PUNCT fis-2603 350 2 srgb srgb PROPN fis-2603 350 3 iec61966 iec61966 NOUN fis-2603 350 4 - - PUNCT fis-2603 350 5 2.1 2.1 NUM fis-2603 350 6 ) ) PUNCT fis-2603 350 7 /calcmykprofile /calcmykprofile PUNCT fis-2603 351 1 ( ( PUNCT fis-2603 351 2 u.s u.s PROPN fis-2603 351 3 . . PROPN fis-2603 351 4 web web NOUN fis-2603 351 5 coated coat VERB fis-2603 351 6 \050swop\051 \050swop\051 ADJ fis-2603 351 7 v2 v2 NOUN fis-2603 351 8 ) ) PUNCT fis-2603 351 9 /srgbprofile /srgbprofile PUNCT fis-2603 351 10 ( ( PUNCT fis-2603 351 11 srgb srgb PROPN fis-2603 351 12 iec61966 iec61966 NOUN fis-2603 351 13 - - PUNCT fis-2603 351 14 2.1 2.1 NUM fis-2603 351 15 ) ) PUNCT fis-2603 351 16 /cannotembedfontpolicy /cannotembedfontpolicy PUNCT fis-2603 352 1 /error /error INTJ fis-2603 352 2 /compatibilitylevel /compatibilitylevel NOUN fis-2603 353 1 1.4 1.4 NUM fis-2603 353 2 /compressobjects /compressobject NOUN fis-2603 353 3 /tags /tag VERB fis-2603 353 4 /compresspages /compresspage NOUN fis-2603 353 5 true true ADJ fis-2603 353 6 /convertimagestoindexed /convertimagestoindexed ADJ fis-2603 353 7 true true ADJ fis-2603 353 8 /passthroughjpegimages /passthroughjpegimage NOUN fis-2603 353 9 true true ADJ fis-2603 353 10 /createjobticket /createjobticket NOUN fis-2603 353 11 false false ADJ fis-2603 353 12 /defaultrenderingintent /defaultrenderingintent NOUN fis-2603 353 13 /default /default PUNCT fis-2603 353 14 /detectblends /detectblend NOUN fis-2603 353 15 true true ADJ fis-2603 353 16 /detectcurves /detectcurve VERB fis-2603 354 1 0.0000 0.0000 NUM fis-2603 354 2 /colorconversionstrategy /colorconversionstrategy NOUN fis-2603 354 3 /cmyk /cmyk PUNCT fis-2603 355 1 /dothumbnails /dothumbnail VERB fis-2603 356 1 false false ADJ fis-2603 356 2 /embedallfonts /embedallfont NOUN fis-2603 356 3 true true ADJ fis-2603 356 4 /embedopentype /embedopentype PUNCT fis-2603 356 5 false false ADJ fis-2603 356 6 /parseiccprofilesincomments /parseiccprofilesincomment NOUN fis-2603 356 7 true true ADJ fis-2603 356 8 /embedjoboptions /embedjoboption NOUN fis-2603 356 9 true true ADJ fis-2603 356 10 /dscreportinglevel /dscreportinglevel NOUN fis-2603 356 11 0 0 NUM fis-2603 356 12 /emitdscwarnings /emitdscwarning NOUN fis-2603 356 13 false false ADJ fis-2603 356 14 /endpage /endpage NOUN fis-2603 356 15 -1 -1 NOUN fis-2603 356 16 /imagememory /imagememory NUM fis-2603 356 17 1048576 1048576 NUM fis-2603 356 18 /lockdistillerparams /lockdistillerparams NOUN fis-2603 356 19 false false ADJ fis-2603 356 20 /maxsubsetpct /maxsubsetpct ADJ fis-2603 356 21 100 100 NUM fis-2603 356 22 /optimize /optimize NOUN fis-2603 356 23 true true ADJ fis-2603 356 24 /opm /opm NOUN fis-2603 356 25 1 1 NUM fis-2603 356 26 /parsedsccomments /parsedsccomment NOUN fis-2603 356 27 true true ADJ fis-2603 356 28 /parsedsccommentsfordocinfo /parsedsccommentsfordocinfo VERB fis-2603 356 29 true true ADJ fis-2603 356 30 /preservecopypage /preservecopypage NOUN fis-2603 356 31 true true ADJ fis-2603 356 32 /preservedicmykvalues /preservedicmykvalue NOUN fis-2603 356 33 true true ADJ fis-2603 356 34 /preserveepsinfo /preserveepsinfo NOUN fis-2603 356 35 true true ADJ fis-2603 356 36 /preserveflatness /preserveflatness NOUN fis-2603 356 37 true true ADJ fis-2603 356 38 /preservehalftoneinfo /preservehalftoneinfo PUNCT fis-2603 356 39 false false ADJ fis-2603 356 40 /preserveopicomments /preserveopicomment NOUN fis-2603 356 41 true true ADJ fis-2603 356 42 /preserveoverprintsettings /preserveoverprintsetting NOUN fis-2603 356 43 true true ADJ fis-2603 356 44 /startpage /startpage NOUN fis-2603 356 45 1 1 NUM fis-2603 356 46 /subsetfonts /subsetfont NOUN fis-2603 356 47 true true ADJ fis-2603 356 48 /transferfunctioninfo /transferfunctioninfo PUNCT fis-2603 356 49 /apply /apply PUNCT fis-2603 356 50 /ucrandbginfo /ucrandbginfo PUNCT fis-2603 357 1 /preserve /preserve NOUN fis-2603 357 2 /useprologue /useprologue NOUN fis-2603 357 3 false false ADJ fis-2603 357 4 /colorsettingsfile /colorsettingsfile NOUN fis-2603 357 5 ( ( PUNCT fis-2603 357 6 ) ) PUNCT fis-2603 357 7 /alwaysembed /alwaysembe VERB fis-2603 357 8 [ [ PUNCT fis-2603 357 9 true true ADJ fis-2603 357 10 ] ] PUNCT fis-2603 357 11 /neverembed /neverembed PUNCT fis-2603 358 1 [ [ PUNCT fis-2603 358 2 true true ADJ fis-2603 358 3 ] ] PUNCT fis-2603 358 4 /antialiascolorimages /antialiascolorimages X fis-2603 358 5 false false ADJ fis-2603 358 6 /cropcolorimages /cropcolorimages PUNCT fis-2603 358 7 true true ADJ fis-2603 358 8 /colorimageminresolution /colorimageminresolution PUNCT fis-2603 358 9 300 300 NUM fis-2603 358 10 /colorimageminresolutionpolicy /colorimageminresolutionpolicy NOUN fis-2603 358 11 /ok /ok ADJ fis-2603 359 1 /downsamplecolorimages /downsamplecolorimage VERB fis-2603 360 1 true true ADJ fis-2603 360 2 /colorimagedownsampletype /colorimagedownsampletype PUNCT fis-2603 360 3 /bicubic /bicubic NOUN fis-2603 360 4 /colorimageresolution /colorimageresolution NOUN fis-2603 361 1 300 300 NUM fis-2603 361 2 /colorimagedepth /colorimagedepth PRON fis-2603 361 3 -1 -1 INTJ fis-2603 361 4 /colorimagemindownsampledepth /colorimagemindownsampledepth SYM fis-2603 361 5 1 1 NUM fis-2603 361 6 /colorimagedownsamplethreshold /colorimagedownsamplethreshold SYM fis-2603 361 7 1.50000 1.50000 NUM fis-2603 361 8 /encodecolorimages /encodecolorimage NOUN fis-2603 361 9 true true ADJ fis-2603 361 10 /colorimagefilter /colorimagefilter PUNCT fis-2603 361 11 /dctencode /dctencode PUNCT fis-2603 362 1 /autofiltercolorimages /autofiltercolorimage NOUN fis-2603 362 2 true true ADJ fis-2603 362 3 /colorimageautofilterstrategy /colorimageautofilterstrategy PUNCT fis-2603 362 4 /jpeg /jpeg PUNCT fis-2603 362 5 /coloracsimagedict /coloracsimagedict PUNCT fis-2603 363 1 < < X fis-2603 363 2 < < X fis-2603 363 3 /qfactor /qfactor NOUN fis-2603 363 4 0.15 0.15 NUM fis-2603 363 5 /hsamples /hsample NOUN fis-2603 364 1 [ [ X fis-2603 364 2 1 1 NUM fis-2603 364 3 1 1 NUM fis-2603 364 4 1 1 NUM fis-2603 364 5 1 1 NUM fis-2603 364 6 ] ] PUNCT fis-2603 364 7 /vsamples /vsample NOUN fis-2603 365 1 [ [ X fis-2603 365 2 1 1 NUM fis-2603 365 3 1 1 NUM fis-2603 365 4 1 1 NUM fis-2603 365 5 1 1 NUM fis-2603 365 6 ] ] PUNCT fis-2603 365 7 > > PUNCT fis-2603 365 8 > > X fis-2603 365 9 /colorimagedict /colorimagedict PUNCT fis-2603 366 1 < < X fis-2603 366 2 < < X fis-2603 366 3 /qfactor /qfactor NOUN fis-2603 366 4 0.15 0.15 NUM fis-2603 366 5 /hsamples /hsample NOUN fis-2603 367 1 [ [ X fis-2603 367 2 1 1 NUM fis-2603 367 3 1 1 NUM fis-2603 367 4 1 1 NUM fis-2603 367 5 1 1 NUM fis-2603 367 6 ] ] PUNCT fis-2603 367 7 /vsamples /vsample NOUN fis-2603 368 1 [ [ X fis-2603 368 2 1 1 NUM fis-2603 368 3 1 1 NUM fis-2603 368 4 1 1 NUM fis-2603 368 5 1 1 NUM fis-2603 368 6 ] ] PUNCT fis-2603 368 7 > > PUNCT fis-2603 368 8 > > X fis-2603 368 9 /jpeg2000coloracsimagedict /jpeg2000coloracsimagedict PUNCT fis-2603 369 1 < < X fis-2603 369 2 < < X fis-2603 369 3 /tilewidth /tilewidth PUNCT fis-2603 369 4 256 256 NUM fis-2603 369 5 /tileheight /tileheight NUM fis-2603 369 6 256 256 NUM fis-2603 369 7 /quality /quality NOUN fis-2603 369 8 30 30 NUM fis-2603 369 9 > > PUNCT fis-2603 369 10 > > X fis-2603 369 11 /jpeg2000colorimagedict /jpeg2000colorimagedict PUNCT fis-2603 369 12 < < X fis-2603 369 13 < < X fis-2603 369 14 /tilewidth /tilewidth PUNCT fis-2603 369 15 256 256 NUM fis-2603 369 16 /tileheight /tileheight NUM fis-2603 369 17 256 256 NUM fis-2603 369 18 /quality /quality NOUN fis-2603 369 19 30 30 NUM fis-2603 369 20 > > PUNCT fis-2603 369 21 > > X fis-2603 369 22 /antialiasgrayimages /antialiasgrayimages X fis-2603 369 23 false false ADJ fis-2603 369 24 /cropgrayimages /cropgrayimage NOUN fis-2603 369 25 true true ADJ fis-2603 369 26 /grayimageminresolution /grayimageminresolution ADV fis-2603 369 27 300 300 NUM fis-2603 369 28 /grayimageminresolutionpolicy /grayimageminresolutionpolicy NOUN fis-2603 369 29 /ok /ok ADJ fis-2603 369 30 /downsamplegrayimages /downsamplegrayimages PUNCT fis-2603 370 1 true true ADJ fis-2603 370 2 /grayimagedownsampletype /grayimagedownsampletype INTJ fis-2603 370 3 /bicubic /bicubic NOUN fis-2603 370 4 /grayimageresolution /grayimageresolution NOUN fis-2603 370 5 300 300 NUM fis-2603 370 6 /grayimagedepth /grayimagedepth PUNCT fis-2603 370 7 -1 -1 PUNCT fis-2603 370 8 /grayimagemindownsampledepth /grayimagemindownsampledepth PUNCT fis-2603 371 1 2 2 NUM fis-2603 371 2 /grayimagedownsamplethreshold /grayimagedownsamplethreshold NUM fis-2603 371 3 1.50000 1.50000 NUM fis-2603 371 4 /encodegrayimages /encodegrayimage NOUN fis-2603 371 5 true true ADJ fis-2603 371 6 /grayimagefilter /grayimagefilter NOUN fis-2603 371 7 /dctencode /dctencode PUNCT fis-2603 372 1 /autofiltergrayimages /autofiltergrayimages VERB fis-2603 372 2 true true ADJ fis-2603 372 3 /grayimageautofilterstrategy /grayimageautofilterstrategy INTJ fis-2603 372 4 /jpeg /jpeg PUNCT fis-2603 372 5 /grayacsimagedict /grayacsimagedict PUNCT fis-2603 373 1 < < X fis-2603 373 2 < < X fis-2603 373 3 /qfactor /qfactor NOUN fis-2603 373 4 0.15 0.15 NUM fis-2603 373 5 /hsamples /hsample NOUN fis-2603 374 1 [ [ X fis-2603 374 2 1 1 NUM fis-2603 374 3 1 1 NUM fis-2603 374 4 1 1 NUM fis-2603 374 5 1 1 NUM fis-2603 374 6 ] ] PUNCT fis-2603 374 7 /vsamples /vsample NOUN fis-2603 375 1 [ [ X fis-2603 375 2 1 1 NUM fis-2603 375 3 1 1 NUM fis-2603 375 4 1 1 NUM fis-2603 375 5 1 1 NUM fis-2603 375 6 ] ] PUNCT fis-2603 375 7 > > PUNCT fis-2603 375 8 > > X fis-2603 375 9 /grayimagedict /grayimagedict PUNCT fis-2603 376 1 < < X fis-2603 376 2 < < X fis-2603 376 3 /qfactor /qfactor NOUN fis-2603 376 4 0.15 0.15 NUM fis-2603 376 5 /hsamples /hsample NOUN fis-2603 377 1 [ [ X fis-2603 377 2 1 1 NUM fis-2603 377 3 1 1 NUM fis-2603 377 4 1 1 NUM fis-2603 377 5 1 1 NUM fis-2603 377 6 ] ] PUNCT fis-2603 377 7 /vsamples /vsample NOUN fis-2603 378 1 [ [ X fis-2603 378 2 1 1 NUM fis-2603 378 3 1 1 NUM fis-2603 378 4 1 1 NUM fis-2603 378 5 1 1 NUM fis-2603 378 6 ] ] PUNCT fis-2603 378 7 > > X fis-2603 378 8 > > X fis-2603 378 9 /jpeg2000grayacsimagedict /jpeg2000grayacsimagedict PUNCT fis-2603 379 1 < < X fis-2603 379 2 < < X fis-2603 379 3 /tilewidth /tilewidth PUNCT fis-2603 379 4 256 256 NUM fis-2603 379 5 /tileheight /tileheight NUM fis-2603 379 6 256 256 NUM fis-2603 379 7 /quality /quality NOUN fis-2603 379 8 30 30 NUM fis-2603 379 9 > > PUNCT fis-2603 379 10 > > X fis-2603 379 11 /jpeg2000grayimagedict /jpeg2000grayimagedict PUNCT fis-2603 379 12 < < X fis-2603 379 13 < < X fis-2603 379 14 /tilewidth /tilewidth PUNCT fis-2603 379 15 256 256 NUM fis-2603 379 16 /tileheight /tileheight NUM fis-2603 379 17 256 256 NUM fis-2603 379 18 /quality /quality NOUN fis-2603 379 19 30 30 NUM fis-2603 379 20 > > PUNCT fis-2603 379 21 > > X fis-2603 379 22 /antialiasmonoimages /antialiasmonoimage NOUN fis-2603 379 23 false false ADJ fis-2603 379 24 /cropmonoimages /cropmonoimage NOUN fis-2603 379 25 true true ADJ fis-2603 379 26 /monoimageminresolution /monoimageminresolution NUM fis-2603 379 27 1200 1200 NUM fis-2603 379 28 /monoimageminresolutionpolicy /monoimageminresolutionpolicy PUNCT fis-2603 380 1 /ok /ok PROPN fis-2603 380 2 /downsamplemonoimages /downsamplemonoimage VERB fis-2603 381 1 true true ADJ fis-2603 381 2 /monoimagedownsampletype /monoimagedownsampletype PUNCT fis-2603 381 3 /bicubic /bicubic NOUN fis-2603 381 4 /monoimageresolution /monoimageresolution NOUN fis-2603 381 5 1200 1200 NUM fis-2603 381 6 /monoimagedepth /monoimagedepth PRON fis-2603 381 7 -1 -1 PUNCT fis-2603 382 1 /monoimagedownsamplethreshold /monoimagedownsamplethreshold PUNCT fis-2603 382 2 1.50000 1.50000 NUM fis-2603 382 3 /encodemonoimages /encodemonoimage NOUN fis-2603 382 4 true true ADJ fis-2603 382 5 /monoimagefilter /monoimagefilter ADP fis-2603 382 6 /ccittfaxencode /ccittfaxencode INTJ fis-2603 382 7 /monoimagedict /monoimagedict PUNCT fis-2603 383 1 < < X fis-2603 383 2 < < X fis-2603 383 3 /k /k PUNCT fis-2603 383 4 -1 -1 INTJ fis-2603 383 5 > > PUNCT fis-2603 383 6 > > X fis-2603 383 7 /allowpsxobjects /allowpsxobjects PROPN fis-2603 383 8 false false ADJ fis-2603 383 9 /checkcompliance /checkcompliance NOUN fis-2603 383 10 [ [ PUNCT fis-2603 383 11 /none /none X fis-2603 383 12 ] ] PUNCT fis-2603 383 13 /pdfx1acheck /pdfx1acheck PUNCT fis-2603 383 14 false false ADJ fis-2603 383 15 /pdfx3check /pdfx3check PUNCT fis-2603 383 16 false false ADJ fis-2603 383 17 /pdfxcompliantpdfonly /pdfxcompliantpdfonly ADV fis-2603 383 18 false false ADJ fis-2603 383 19 /pdfxnotrimboxerror /pdfxnotrimboxerror NOUN fis-2603 383 20 true true ADJ fis-2603 383 21 /pdfxtrimboxtomediaboxoffset /pdfxtrimboxtomediaboxoffset NOUN fis-2603 383 22 [ [ PUNCT fis-2603 383 23 0.00000 0.00000 NUM fis-2603 383 24 0.00000 0.00000 NUM fis-2603 383 25 0.00000 0.00000 NUM fis-2603 383 26 0.00000 0.00000 NUM fis-2603 383 27 ] ] PUNCT fis-2603 383 28 /pdfxsetbleedboxtomediabox /pdfxsetbleedboxtomediabox PUNCT fis-2603 384 1 true true ADJ fis-2603 384 2 /pdfxbleedboxtotrimboxoffset /pdfxbleedboxtotrimboxoffset PUNCT fis-2603 384 3 [ [ PUNCT fis-2603 384 4 0.00000 0.00000 NUM fis-2603 384 5 0.00000 0.00000 NUM fis-2603 384 6 0.00000 0.00000 NUM fis-2603 384 7 0.00000 0.00000 NUM fis-2603 384 8 ] ] PUNCT fis-2603 384 9 /pdfxoutputintentprofile /pdfxoutputintentprofile PUNCT fis-2603 385 1 ( ( PUNCT fis-2603 385 2 ) ) PUNCT fis-2603 385 3 /pdfxoutputconditionidentifier /pdfxoutputconditionidentifi ADJ fis-2603 385 4 ( ( PUNCT fis-2603 385 5 ) ) PUNCT fis-2603 385 6 /pdfxoutputcondition /pdfxoutputcondition PRON fis-2603 385 7 ( ( PUNCT fis-2603 385 8 ) ) PUNCT fis-2603 385 9 /pdfxregistryname /pdfxregistryname PUNCT fis-2603 385 10 ( ( PUNCT fis-2603 385 11 ) ) PUNCT fis-2603 385 12 /pdfxtrapped /pdfxtrapped PUNCT fis-2603 385 13 /false /false INTJ fis-2603 386 1 /createjdffile /createjdffile INTJ fis-2603 386 2 false false ADJ fis-2603 386 3 /description /description NOUN fis-2603 387 1 < < X fis-2603 387 2 < < X fis-2603 387 3 /ara /ara PUNCT fis-2603 387 4 < < X fis-2603 387 5 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 X fis-2603 387 6 > > X fis-2603 387 7 /bgr /bgr PUNCT fis-2603 388 1 < < X fis-2603 388 2 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 X fis-2603 388 3 > > X fis-2603 388 4 /chs /chs PUNCT fis-2603 389 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feff4f7f752890194e9b8a2d7f6e5efa7acb7684002000410064006f006200650020005000440046002065874ef69069752865bc9ad854c18cea76845370524d5370523786557406300260a853ef4ee54f7f75280020004100630072006f0062006100740020548c002000410064006f00620065002000520065006100640065007200200035002e003000204ee553ca66f49ad87248672c4f86958b555f5df25efa7acb76840020005000440046002065874ef63002 feff4f7f752890194e9b8a2d7f6e5efa7acb7684002000410064006f006200650020005000440046002065874ef69069752865bc9ad854c18cea76845370524d5370523786557406300260a853ef4ee54f7f75280020004100630072006f0062006100740020548c002000410064006f00620065002000520065006100640065007200200035002e003000204ee553ca66f49ad87248672c4f86958b555f5df25efa7acb76840020005000440046002065874ef63002 X fis-2603 390 3 > > X fis-2603 390 4 /cze /cze PUNCT fis-2603 391 1 < < X fis-2603 391 2 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PUNCT fis-2603 413 1 created create VERB fis-2603 413 2 pdf pdf NOUN fis-2603 413 3 documents document NOUN fis-2603 413 4 can can AUX fis-2603 413 5 be be AUX fis-2603 413 6 opened open VERB fis-2603 413 7 with with ADP fis-2603 413 8 acrobat acrobat PROPN fis-2603 413 9 and and CCONJ fis-2603 413 10 adobe adobe PROPN fis-2603 413 11 reader reader PROPN fis-2603 413 12 5.0 5.0 NUM fis-2603 413 13 and and CCONJ fis-2603 413 14 later later ADV fis-2603 413 15 . . PUNCT fis-2603 413 16 ) ) PUNCT fis-2603 414 1 > > PUNCT fis-2603 414 2 > > X fis-2603 414 3 /namespace /namespace PUNCT fis-2603 415 1 [ [ PUNCT fis-2603 415 2 ( ( PUNCT fis-2603 415 3 adobe adobe PROPN fis-2603 415 4 ) ) PUNCT fis-2603 415 5 ( ( PUNCT fis-2603 415 6 common common ADJ fis-2603 415 7 ) ) PUNCT fis-2603 415 8 ( ( PUNCT fis-2603 415 9 1.0 1.0 NUM fis-2603 415 10 ) ) PUNCT fis-2603 415 11 ] ] PUNCT fis-2603 416 1 /othernamespaces /othernamespace VERB fis-2603 416 2 [ [ PUNCT fis-2603 416 3 < < X fis-2603 416 4 < < X fis-2603 416 5 /asreaderspreads /asreaderspreads X fis-2603 416 6 false false ADJ fis-2603 416 7 /cropimagestoframes /cropimagestoframe NOUN fis-2603 416 8 true true ADJ fis-2603 416 9 /errorcontrol /errorcontrol NOUN fis-2603 417 1 /warnandcontinue /warnandcontinue PUNCT fis-2603 417 2 /flattenerignorespreadoverrides /flattenerignorespreadoverride NOUN fis-2603 417 3 false false ADJ fis-2603 417 4 /includeguidesgrids /includeguidesgrid NOUN fis-2603 417 5 false false ADJ fis-2603 417 6 /includenonprinting /includenonprinting NOUN fis-2603 417 7 false false ADJ fis-2603 417 8 /includeslug /includeslug INTJ fis-2603 417 9 false false ADJ fis-2603 417 10 /namespace /namespace NOUN fis-2603 418 1 [ [ PUNCT fis-2603 418 2 ( ( PUNCT fis-2603 418 3 adobe adobe PROPN fis-2603 418 4 ) ) PUNCT fis-2603 418 5 ( ( PUNCT fis-2603 418 6 indesign indesign NOUN fis-2603 418 7 ) ) PUNCT fis-2603 418 8 ( ( PUNCT fis-2603 418 9 4.0 4.0 NUM fis-2603 418 10 ) ) PUNCT fis-2603 418 11 ] ] PUNCT fis-2603 418 12 /omitplacedbitmaps /omitplacedbitmaps PUNCT fis-2603 419 1 false false ADJ fis-2603 419 2 /omitplacedeps /omitplacedeps INTJ fis-2603 419 3 false false ADJ fis-2603 419 4 /omitplacedpdf /omitplacedpdf PUNCT fis-2603 419 5 false false ADJ fis-2603 419 6 /simulateoverprint /simulateoverprint NOUN fis-2603 419 7 /legacy /legacy PUNCT fis-2603 420 1 > > PUNCT fis-2603 420 2 > > X fis-2603 421 1 < < X fis-2603 421 2 < < X fis-2603 421 3 /addbleedmarks /addbleedmarks X fis-2603 421 4 false false ADJ fis-2603 421 5 /addcolorbars /addcolorbars INTJ fis-2603 421 6 false false ADJ fis-2603 421 7 /addcropmarks /addcropmarks PUNCT fis-2603 421 8 false false ADJ fis-2603 421 9 /addpageinfo /addpageinfo INTJ fis-2603 421 10 false false ADJ fis-2603 421 11 /addregmarks /addregmark NOUN fis-2603 421 12 false false ADJ fis-2603 421 13 /convertcolors /convertcolor NOUN fis-2603 421 14 /converttocmyk /converttocmyk INTJ fis-2603 421 15 /destinationprofilename /destinationprofilename PUNCT fis-2603 421 16 ( ( PUNCT fis-2603 421 17 ) ) PUNCT fis-2603 421 18 /destinationprofileselector /destinationprofileselector NOUN fis-2603 421 19 /documentcmyk /documentcmyk PUNCT fis-2603 421 20 /downsample16bitimages /downsample16bitimage NOUN fis-2603 421 21 true true ADJ fis-2603 421 22 /flattenerpreset /flattenerpreset PUNCT fis-2603 422 1 < < X fis-2603 422 2 < < X fis-2603 422 3 /presetselector /presetselector X fis-2603 422 4 /mediumresolution /mediumresolution NOUN fis-2603 422 5 > > PUNCT fis-2603 422 6 > > X fis-2603 422 7 /formelements /formelement NOUN fis-2603 423 1 false false ADJ fis-2603 423 2 /generatestructure /generatestructure PUNCT fis-2603 423 3 false false ADJ fis-2603 423 4 /includebookmarks /includebookmark NOUN fis-2603 423 5 false false ADJ fis-2603 423 6 /includehyperlinks /includehyperlinks INTJ fis-2603 423 7 false false ADJ fis-2603 423 8 /includeinteractive /includeinteractive ADJ fis-2603 423 9 false false ADJ fis-2603 423 10 /includelayers /includelayer NOUN fis-2603 423 11 false false ADJ fis-2603 423 12 /includeprofiles /includeprofiles INTJ fis-2603 423 13 false false ADJ fis-2603 423 14 /multimediahandling /multimediahandling NOUN fis-2603 424 1 /useobjectsettings /useobjectsettings PRON fis-2603 425 1 /namespace /namespace PUNCT fis-2603 426 1 [ [ PUNCT fis-2603 426 2 ( ( PUNCT fis-2603 426 3 adobe adobe PROPN fis-2603 426 4 ) ) PUNCT fis-2603 426 5 ( ( PUNCT fis-2603 426 6 creativesuite creativesuite NOUN fis-2603 426 7 ) ) PUNCT fis-2603 426 8 ( ( PUNCT fis-2603 426 9 2.0 2.0 NUM fis-2603 426 10 ) ) PUNCT fis-2603 426 11 ] ] PUNCT fis-2603 427 1 /pdfxoutputintentprofileselector /pdfxoutputintentprofileselector INTJ fis-2603 427 2 /documentcmyk /documentcmyk PUNCT fis-2603 428 1 /preserveediting /preserveedite VERB fis-2603 428 2 true true ADJ fis-2603 428 3 /untaggedcmykhandling /untaggedcmykhandling NOUN fis-2603 428 4 /leaveuntagged /leaveuntagge VERB fis-2603 428 5 /untaggedrgbhandling /untaggedrgbhandling NOUN fis-2603 428 6 /usedocumentprofile /usedocumentprofile INTJ fis-2603 428 7 /usedocumentbleed /usedocumentbleed NOUN fis-2603 429 1 false false ADJ fis-2603 429 2 > > PUNCT fis-2603 429 3 > > X fis-2603 429 4 ] ] PUNCT fis-2603 429 5 > > PUNCT fis-2603 429 6 > > X fis-2603 429 7 setdistillerparams setdistillerparam NOUN fis-2603 430 1 < < X fis-2603 430 2 < < X fis-2603 430 3 /hwresolution /hwresolution NOUN fis-2603 431 1 [ [ X fis-2603 431 2 2400 2400 NUM fis-2603 431 3 2400 2400 NUM fis-2603 431 4 ] ] PUNCT fis-2603 431 5 /pagesize /pagesize X fis-2603 432 1 [ [ X fis-2603 432 2 612.000 612.000 NUM fis-2603 432 3 792.000 792.000 NUM fis-2603 432 4 ] ] PUNCT fis-2603 432 5 > > PUNCT fis-2603 432 6 > > X fis-2603 432 7 setpagedevice setpagedevice PROPN