id sid tid token lemma pos fis-205 1 1 microsoft microsoft PROPN fis-205 1 2 word word PROPN fis-205 1 3 numero numero PROPN fis-205 1 4 25 25 NUM fis-205 1 5 art art NOUN fis-205 1 6 5 5 NUM fis-205 1 7 d. d. PROPN fis-205 1 8 a. a. PROPN fis-205 1 9 hills hills PROPN fis-205 1 10 et et PROPN fis-205 1 11 aliii aliii NOUN fis-205 1 12 , , PUNCT fis-205 1 13 frattura frattura PROPN fis-205 1 14 ed ed PROPN fis-205 1 15 integrità integrità PROPN fis-205 1 16 strutturale strutturale PROPN fis-205 1 17 , , PUNCT fis-205 1 18 25 25 NUM fis-205 1 19 ( ( PUNCT fis-205 1 20 2013 2013 NUM fis-205 1 21 ) ) PUNCT fis-205 1 22 27 27 NUM fis-205 1 23 - - SYM fis-205 1 24 35 35 NUM fis-205 1 25 ; ; PUNCT fis-205 1 26 doi doi NOUN fis-205 1 27 : : PUNCT fis-205 1 28 10.3221 10.3221 NUM fis-205 1 29 / / SYM fis-205 1 30 igf igf PROPN fis-205 1 31 - - PUNCT fis-205 1 32 esis.25.05 esis.25.05 ADJ fis-205 1 33 27 27 NUM fis-205 1 34 special special ADJ fis-205 1 35 issue issue NOUN fis-205 1 36 : : PUNCT fis-205 1 37 characterization characterization NOUN fis-205 1 38 of of ADP fis-205 1 39 crack crack NOUN fis-205 1 40 tip tip NOUN fis-205 1 41 stress stress NOUN fis-205 1 42 field field NOUN fis-205 1 43 sharp sharp ADJ fis-205 1 44 contact contact NOUN fis-205 1 45 corners corner NOUN fis-205 1 46 , , PUNCT fis-205 1 47 fretting fret VERB fis-205 1 48 and and CCONJ fis-205 1 49 cracks crack NOUN fis-205 1 50 d. d. PROPN fis-205 1 51 a. a. PROPN fis-205 1 52 hills hills PROPN fis-205 1 53 , , PUNCT fis-205 1 54 r. r. PROPN fis-205 1 55 c. c. PROPN fis-205 1 56 flicek flicek PROPN fis-205 1 57 department department PROPN fis-205 1 58 of of ADP fis-205 1 59 engineering engineering NOUN fis-205 1 60 science science NOUN fis-205 1 61 , , PUNCT fis-205 1 62 university university NOUN fis-205 1 63 of of ADP fis-205 1 64 oxford oxford PROPN fis-205 1 65 , , PUNCT fis-205 1 66 parks park NOUN fis-205 1 67 road road NOUN fis-205 1 68 , , PUNCT fis-205 1 69 oxford oxford PROPN fis-205 1 70 , , PUNCT fis-205 1 71 ox1 ox1 PROPN fis-205 1 72 3pj 3pj NOUN fis-205 1 73 , , PUNCT fis-205 1 74 uk uk PROPN fis-205 1 75 d. d. PROPN fis-205 1 76 dini dini PROPN fis-205 1 77 department department PROPN fis-205 1 78 of of ADP fis-205 1 79 mechanical mechanical ADJ fis-205 1 80 engineering engineering NOUN fis-205 1 81 , , PUNCT fis-205 1 82 imperial imperial ADJ fis-205 1 83 college college PROPN fis-205 1 84 london london PROPN fis-205 1 85 , , PUNCT fis-205 1 86 south south PROPN fis-205 1 87 kensington kensington PROPN fis-205 1 88 campus campus PROPN fis-205 1 89 , , PUNCT fis-205 1 90 exhibition exhibition NOUN fis-205 1 91 road road NOUN fis-205 1 92 , , PUNCT fis-205 1 93 london london PROPN fis-205 1 94 , , PUNCT fis-205 1 95 sw7 sw7 PROPN fis-205 1 96 2az 2az NOUN fis-205 1 97 , , PUNCT fis-205 1 98 uk uk PROPN fis-205 1 99 abstract abstract NOUN fis-205 1 100 . . PUNCT fis-205 2 1 contacts contact NOUN fis-205 2 2 with with ADP fis-205 2 3 sharp sharp ADJ fis-205 2 4 edges edge NOUN fis-205 2 5 subject subject ADJ fis-205 2 6 to to ADP fis-205 2 7 oscillatory oscillatory ADJ fis-205 2 8 loading loading NOUN fis-205 2 9 are be AUX fis-205 2 10 likely likely ADJ fis-205 2 11 to to PART fis-205 2 12 nucleate nucleate VERB fis-205 2 13 cracks crack NOUN fis-205 2 14 from from ADP fis-205 2 15 the the DET fis-205 2 16 corners corner NOUN fis-205 2 17 , , PUNCT fis-205 2 18 if if SCONJ fis-205 2 19 the the DET fis-205 2 20 loading loading NOUN fis-205 2 21 is be AUX fis-205 2 22 sufficiently sufficiently ADV fis-205 2 23 severe severe ADJ fis-205 2 24 . . PUNCT fis-205 3 1 to to ADP fis-205 3 2 a a DET fis-205 3 3 first first ADJ fis-205 3 4 approximation approximation NOUN fis-205 3 5 , , PUNCT fis-205 3 6 the the DET fis-205 3 7 corners corner NOUN fis-205 3 8 behave behave VERB fis-205 3 9 like like ADP fis-205 3 10 notches notch NOUN fis-205 3 11 , , PUNCT fis-205 3 12 where where SCONJ fis-205 3 13 the the DET fis-205 3 14 local local ADJ fis-205 3 15 elastic elastic ADJ fis-205 3 16 behaviour behaviour NOUN fis-205 3 17 is be AUX fis-205 3 18 relieved relieve VERB fis-205 3 19 by by ADP fis-205 3 20 plasticity plasticity NOUN fis-205 3 21 , , PUNCT fis-205 3 22 and and CCONJ fis-205 3 23 which which PRON fis-205 3 24 in in ADP fis-205 3 25 turn turn NOUN fis-205 3 26 causes cause VERB fis-205 3 27 irreversibilities irreversibility NOUN fis-205 3 28 that that PRON fis-205 3 29 give give VERB fis-205 3 30 rise rise NOUN fis-205 3 31 to to PART fis-205 3 32 crack crack VERB fis-205 3 33 nucleation nucleation NOUN fis-205 3 34 , , PUNCT fis-205 3 35 but but CCONJ fis-205 3 36 also also ADV fis-205 3 37 by by ADP fis-205 3 38 frictional frictional ADJ fis-205 3 39 slip slip NOUN fis-205 3 40 . . PUNCT fis-205 4 1 one one NUM fis-205 4 2 question question NOUN fis-205 4 3 we we PRON fis-205 4 4 aim aim VERB fis-205 4 5 to to PART fis-205 4 6 answer answer VERB fis-205 4 7 here here ADV fis-205 4 8 is be AUX fis-205 4 9 ; ; PUNCT fis-205 4 10 when when SCONJ fis-205 4 11 is be AUX fis-205 4 12 the the DET fis-205 4 13 frictional frictional ADJ fis-205 4 14 slip slip NOUN fis-205 4 15 enveloped envelop VERB fis-205 4 16 by by ADP fis-205 4 17 plastic plastic ADJ fis-205 4 18 slip slip NOUN fis-205 4 19 , , PUNCT fis-205 4 20 so so SCONJ fis-205 4 21 that that SCONJ fis-205 4 22 the the DET fis-205 4 23 corner corner NOUN fis-205 4 24 is be AUX fis-205 4 25 effectively effectively ADV fis-205 4 26 a a DET fis-205 4 27 notch notch NOUN fis-205 4 28 in in ADP fis-205 4 29 a a DET fis-205 4 30 monolithic monolithic ADJ fis-205 4 31 material material NOUN fis-205 4 32 ? ? PUNCT fis-205 5 1 we we PRON fis-205 5 2 do do VERB fis-205 5 3 this this PRON fis-205 5 4 by by ADP fis-205 5 5 employing employ VERB fis-205 5 6 the the DET fis-205 5 7 classical classical ADJ fis-205 5 8 williams william NOUN fis-205 5 9 asymptotic asymptotic ADJ fis-205 5 10 solution solution NOUN fis-205 5 11 to to PART fis-205 5 12 model model VERB fis-205 5 13 the the DET fis-205 5 14 contact contact NOUN fis-205 5 15 corner corner NOUN fis-205 5 16 , , PUNCT fis-205 5 17 and and CCONJ fis-205 5 18 , , PUNCT fis-205 5 19 in in ADP fis-205 5 20 doing do VERB fis-205 5 21 so so ADV fis-205 5 22 , , PUNCT fis-205 5 23 we we PRON fis-205 5 24 render render VERB fis-205 5 25 the the DET fis-205 5 26 solution solution NOUN fis-205 5 27 completely completely ADV fis-205 5 28 general general ADJ fis-205 5 29 in in ADP fis-205 5 30 the the DET fis-205 5 31 sense sense NOUN fis-205 5 32 that that SCONJ fis-205 5 33 it it PRON fis-205 5 34 is be AUX fis-205 5 35 independent independent ADJ fis-205 5 36 of of ADP fis-205 5 37 the the DET fis-205 5 38 overall overall ADJ fis-205 5 39 geometry geometry NOUN fis-205 5 40 of of ADP fis-205 5 41 the the DET fis-205 5 42 components component NOUN fis-205 5 43 . . PUNCT fis-205 6 1 we we PRON fis-205 6 2 then then ADV fis-205 6 3 re re VERB fis-205 6 4 - - VERB fis-205 6 5 define define VERB fis-205 6 6 the the DET fis-205 6 7 independent independent ADJ fis-205 6 8 parameters parameter NOUN fis-205 6 9 describing describe VERB fis-205 6 10 the the DET fis-205 6 11 properties property NOUN fis-205 6 12 of of ADP fis-205 6 13 the the DET fis-205 6 14 williams williams PROPN fis-205 6 15 solution solution NOUN fis-205 6 16 by by ADP fis-205 6 17 using use VERB fis-205 6 18 the the DET fis-205 6 19 inherent inherent ADJ fis-205 6 20 length length NOUN fis-205 6 21 scale scale NOUN fis-205 6 22 , , PUNCT fis-205 6 23 a a DET fis-205 6 24 procedure procedure NOUN fis-205 6 25 that that PRON fis-205 6 26 was be AUX fis-205 6 27 described describe VERB fis-205 6 28 at at ADP fis-205 6 29 the the DET fis-205 6 30 first first ADJ fis-205 6 31 ijfatigue ijfatigue NOUN fis-205 6 32 and and CCONJ fis-205 6 33 ffems ffem VERB fis-205 6 34 joint joint ADJ fis-205 6 35 workshop workshop NOUN fis-205 7 1 [ [ X fis-205 7 2 1 1 NUM fis-205 7 3 ] ] PUNCT fis-205 7 4 . . PUNCT fis-205 8 1 by by ADP fis-205 8 2 proceeding proceed VERB fis-205 8 3 in in ADP fis-205 8 4 this this DET fis-205 8 5 way way NOUN fis-205 8 6 , , PUNCT fis-205 8 7 we we PRON fis-205 8 8 can can AUX fis-205 8 9 provide provide VERB fis-205 8 10 a a DET fis-205 8 11 self self NOUN fis-205 8 12 - - PUNCT fis-205 8 13 contained contain VERB fis-205 8 14 solution solution NOUN fis-205 8 15 that that PRON fis-205 8 16 can can AUX fis-205 8 17 be be AUX fis-205 8 18 ‘ ' PUNCT fis-205 8 19 pasted paste VERB fis-205 8 20 in in ADP fis-205 8 21 ’ ' PUNCT fis-205 8 22 to to ADP fis-205 8 23 any any DET fis-205 8 24 complete complete ADJ fis-205 8 25 contact contact NOUN fis-205 8 26 problem problem NOUN fis-205 8 27 , , PUNCT fis-205 8 28 and and CCONJ fis-205 8 29 hence hence ADV fis-205 8 30 the the DET fis-205 8 31 likelihood likelihood NOUN fis-205 8 32 of of ADP fis-205 8 33 crack crack NOUN fis-205 8 34 nucleation nucleation NOUN fis-205 8 35 , , PUNCT fis-205 8 36 and and CCONJ fis-205 8 37 the the DET fis-205 8 38 circumstances circumstance NOUN fis-205 8 39 under under ADP fis-205 8 40 which which PRON fis-205 8 41 it it PRON fis-205 8 42 might might AUX fis-205 8 43 occur occur VERB fis-205 8 44 , , PUNCT fis-205 8 45 can can AUX fis-205 8 46 be be AUX fis-205 8 47 classified classify VERB fis-205 8 48 . . PUNCT fis-205 9 1 further far ADV fis-205 9 2 , , PUNCT fis-205 9 3 this this DET fis-205 9 4 reformulation reformulation NOUN fis-205 9 5 of of ADP fis-205 9 6 williams williams PROPN fis-205 9 7 ' ' PART fis-205 9 8 solution solution NOUN fis-205 9 9 provides provide VERB fis-205 9 10 a a DET fis-205 9 11 clear clear ADJ fis-205 9 12 means mean NOUN fis-205 9 13 of of ADP fis-205 9 14 obtaining obtain VERB fis-205 9 15 the the DET fis-205 9 16 strength strength NOUN fis-205 9 17 ( ( PUNCT fis-205 9 18 defined define VERB fis-205 9 19 by by ADP fis-205 9 20 crack crack NOUN fis-205 9 21 nucleation nucleation NOUN fis-205 9 22 conditions condition NOUN fis-205 9 23 ) ) PUNCT fis-205 9 24 of of ADP fis-205 9 25 a a DET fis-205 9 26 material material ADJ fis-205 9 27 pair pair NOUN fis-205 9 28 with with ADP fis-205 9 29 a a DET fis-205 9 30 particular particular ADJ fis-205 9 31 contact contact NOUN fis-205 9 32 angle angle NOUN fis-205 9 33 . . PUNCT fis-205 10 1 this this PRON fis-205 10 2 means mean VERB fis-205 10 3 that that SCONJ fis-205 10 4 the the DET fis-205 10 5 results result NOUN fis-205 10 6 from from ADP fis-205 10 7 a a DET fis-205 10 8 test test NOUN fis-205 10 9 carried carry VERB fis-205 10 10 out out ADP fis-205 10 11 using use VERB fis-205 10 12 a a DET fis-205 10 13 laboratory laboratory NOUN fis-205 10 14 specimen speciman NOUN fis-205 10 15 may may AUX fis-205 10 16 easily easily ADV fis-205 10 17 be be AUX fis-205 10 18 carried carry VERB fis-205 10 19 over over ADP fis-205 10 20 to to ADP fis-205 10 21 any any DET fis-205 10 22 complicated complicated ADJ fis-205 10 23 contact contact NOUN fis-205 10 24 problem problem NOUN fis-205 10 25 found find VERB fis-205 10 26 in in ADP fis-205 10 27 engineering engineering NOUN fis-205 10 28 practice practice NOUN fis-205 10 29 , , PUNCT fis-205 10 30 and and CCONJ fis-205 10 31 a a DET fis-205 10 32 mechanical mechanical ADJ fis-205 10 33 test test NOUN fis-205 10 34 of of ADP fis-205 10 35 the the DET fis-205 10 36 prototypical prototypical ADJ fis-205 10 37 geometry geometry NOUN fis-205 10 38 , , PUNCT fis-205 10 39 which which PRON fis-205 10 40 may may AUX fis-205 10 41 often often ADV fis-205 10 42 be be AUX fis-205 10 43 quite quite ADV fis-205 10 44 difficult difficult ADJ fis-205 10 45 , , PUNCT fis-205 10 46 is be AUX fis-205 10 47 avoided avoid VERB fis-205 10 48 . . PUNCT fis-205 11 1 keywords keyword NOUN fis-205 11 2 . . PUNCT fis-205 12 1 asymptotic asymptotic ADJ fis-205 12 2 approaches approach NOUN fis-205 12 3 ; ; PUNCT fis-205 12 4 complete complete ADJ fis-205 12 5 contacts contact NOUN fis-205 12 6 ; ; PUNCT fis-205 12 7 fretting fret VERB fis-205 12 8 fatigue fatigue NOUN fis-205 12 9 ; ; PUNCT fis-205 12 10 mode mode NOUN fis-205 12 11 mixity mixity NOUN fis-205 12 12 ; ; PUNCT fis-205 12 13 sharp sharp ADJ fis-205 12 14 notches notch NOUN fis-205 12 15 ; ; PUNCT fis-205 12 16 small small ADJ fis-205 12 17 scale scale NOUN fis-205 12 18 yielding yielding NOUN fis-205 12 19 ; ; PUNCT fis-205 12 20 williams williams PROPN fis-205 12 21 solution solution NOUN fis-205 12 22 introduction introduction NOUN fis-205 12 23 ur ur INTJ fis-205 12 24 aim aim VERB fis-205 12 25 is be AUX fis-205 12 26 to to PART fis-205 12 27 provide provide VERB fis-205 12 28 a a DET fis-205 12 29 framework framework NOUN fis-205 12 30 for for ADP fis-205 12 31 the the DET fis-205 12 32 understanding understanding NOUN fis-205 12 33 of of ADP fis-205 12 34 fretting fret VERB fis-205 12 35 fatigue fatigue NOUN fis-205 12 36 for for ADP fis-205 12 37 complete complete ADJ fis-205 12 38 contacts contact NOUN fis-205 12 39 , , PUNCT fis-205 12 40 when when SCONJ fis-205 12 41 the the DET fis-205 12 42 geometry geometry NOUN fis-205 12 43 of of ADP fis-205 12 44 the the DET fis-205 12 45 contact contact NOUN fis-205 12 46 itself itself PRON fis-205 12 47 and and CCONJ fis-205 12 48 both both CCONJ fis-205 12 49 the the DET fis-205 12 50 type type NOUN fis-205 12 51 and and CCONJ fis-205 12 52 history history NOUN fis-205 12 53 of of ADP fis-205 12 54 loading loading NOUN fis-205 12 55 are be AUX fis-205 12 56 completely completely ADV fis-205 12 57 general general ADJ fis-205 12 58 . . PUNCT fis-205 13 1 we we PRON fis-205 13 2 do do VERB fis-205 13 3 this this PRON fis-205 13 4 by by ADP fis-205 13 5 studying study VERB fis-205 13 6 only only ADV fis-205 13 7 the the DET fis-205 13 8 extreme extreme ADJ fis-205 13 9 corners corner NOUN fis-205 13 10 of of ADP fis-205 13 11 the the DET fis-205 13 12 contact contact NOUN fis-205 13 13 , , PUNCT fis-205 13 14 and and CCONJ fis-205 13 15 which which PRON fis-205 13 16 we we PRON fis-205 13 17 assume assume VERB fis-205 13 18 , , PUNCT fis-205 13 19 for for ADP fis-205 13 20 now now ADV fis-205 13 21 , , PUNCT fis-205 13 22 are be AUX fis-205 13 23 both both PRON fis-205 13 24 closed close VERB fis-205 13 25 and and CCONJ fis-205 13 26 adhered adhere VERB fis-205 13 27 . . PUNCT fis-205 14 1 the the DET fis-205 14 2 form form NOUN fis-205 14 3 of of ADP fis-205 14 4 the the DET fis-205 14 5 contact contact NOUN fis-205 14 6 and and CCONJ fis-205 14 7 the the DET fis-205 14 8 loading loading NOUN fis-205 14 9 then then ADV fis-205 14 10 enter enter VERB fis-205 14 11 the the DET fis-205 14 12 solution solution NOUN fis-205 14 13 only only ADV fis-205 14 14 through through ADP fis-205 14 15 the the DET fis-205 14 16 generalised generalise VERB fis-205 14 17 stress stress NOUN fis-205 14 18 intensity intensity NOUN fis-205 14 19 factors factor NOUN fis-205 14 20 , , PUNCT fis-205 14 21 ik ik PROPN fis-205 14 22 , , PUNCT fis-205 14 23 iik iik PROPN fis-205 14 24 , , PUNCT fis-205 14 25 defining define VERB fis-205 14 26 the the DET fis-205 14 27 loading loading NOUN fis-205 14 28 on on ADP fis-205 14 29 a a DET fis-205 14 30 monolithic monolithic ADJ fis-205 14 31 semi semi ADJ fis-205 14 32 - - ADJ fis-205 14 33 infinite infinite ADJ fis-205 14 34 wedge wedge NOUN fis-205 14 35 . . PUNCT fis-205 15 1 so so ADV fis-205 15 2 , , PUNCT fis-205 15 3 we we PRON fis-205 15 4 begin begin VERB fis-205 15 5 by by ADP fis-205 15 6 stating state VERB fis-205 15 7 williams williams PROPN fis-205 15 8 ' ' PART fis-205 15 9 solution solution NOUN fis-205 15 10 [ [ X fis-205 15 11 2 2 X fis-205 15 12 ] ] PUNCT fis-205 15 13 for for ADP fis-205 15 14 the the DET fis-205 15 15 stress stress NOUN fis-205 15 16 at at ADP fis-205 15 17 the the DET fis-205 15 18 tip tip NOUN fis-205 15 19 of of ADP fis-205 15 20 a a DET fis-205 15 21 semi semi ADJ fis-205 15 22 - - ADJ fis-205 15 23 infinite infinite ADJ fis-205 15 24 sharp sharp ADJ fis-205 15 25 notch notch NOUN fis-205 15 26 , , PUNCT fis-205 15 27 of of ADP fis-205 15 28 included include VERB fis-205 15 29 angle angle NOUN fis-205 15 30 in in ADP fis-205 15 31 the the DET fis-205 15 32 solid solid NOUN fis-205 15 33 of of ADP fis-205 15 34 2 2 PROPN fis-205 15 35 , , PUNCT fis-205 15 36 which which PRON fis-205 15 37 shows show VERB fis-205 15 38 that that SCONJ fis-205 15 39 the the DET fis-205 15 40 state state NOUN fis-205 15 41 of of ADP fis-205 15 42 stress stress NOUN fis-205 15 43 may may AUX fis-205 15 44 be be AUX fis-205 15 45 written write VERB fis-205 15 46 in in ADP fis-205 15 47 the the DET fis-205 15 48 form form NOUN fis-205 15 49   NOUN fis-205 15 50   SYM fis-205 15 51   NOUN fis-205 15 52   SYM fis-205 15 53   PROPN fis-205 15 54 1 1 NOUN fis-205 15 55     SPACE fis-205 15 56 1 1 NUM fis-205 15 57     SPACE fis-205 15 58 , , PUNCT fis-205 15 59 i i PROPN fis-205 15 60 iii iii VERB fis-205 15 61 ii ii X fis-205 16 1 ij ij INTJ fis-205 17 1 i i PRON fis-205 17 2 ij ij NOUN fis-205 17 3 ii ii PROPN fis-205 17 4 ijr ijr VERB fis-205 18 1 k k NOUN fis-205 18 2 r r NOUN fis-205 18 3 f f PROPN fis-205 18 4 k k PROPN fis-205 18 5 r r PROPN fis-205 18 6 f f PROPN fis-205 18 7   ADJ fis-205 18 8   PROPN fis-205 18 9   PROPN fis-205 18 10   PROPN fis-205 18 11   PROPN fis-205 18 12   PUNCT fis-205 18 13 , , PUNCT fis-205 18 14 ( ( PUNCT fis-205 18 15 1 1 X fis-205 18 16 ) ) PUNCT fis-205 18 17 where where SCONJ fis-205 18 18   PROPN fis-205 18 19   PROPN fis-205 18 20 , , PUNCT fis-205 18 21 , , PUNCT fis-205 18 22 i i PRON fis-205 18 23 j j NOUN fis-205 18 24 r r NOUN fis-205 18 25   PROPN fis-205 18 26 , , PUNCT fis-205 18 27 and and CCONJ fis-205 18 28 , , PUNCT fis-205 18 29 assuming assume VERB fis-205 18 30 plane plane NOUN fis-205 18 31 strain strain NOUN fis-205 18 32 , , PUNCT fis-205 18 33 o o NOUN fis-205 18 34 http://www.gruppofrattura.it http://www.gruppofrattura.it NOUN fis-205 18 35 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 18 36 d. d. PROPN fis-205 18 37 a. a. PROPN fis-205 18 38 hills hills PROPN fis-205 18 39 et et PROPN fis-205 18 40 alii alii PROPN fis-205 18 41 , , PUNCT fis-205 18 42 frattura frattura PROPN fis-205 18 43 ed ed PROPN fis-205 18 44 integrità integrità PROPN fis-205 18 45 strutturale strutturale PROPN fis-205 18 46 , , PUNCT fis-205 18 47 25 25 NUM fis-205 18 48 ( ( PUNCT fis-205 18 49 2013 2013 NUM fis-205 18 50 ) ) PUNCT fis-205 18 51 27 27 NUM fis-205 18 52 - - SYM fis-205 18 53 35 35 NUM fis-205 18 54 ; ; PUNCT fis-205 18 55 doi doi NOUN fis-205 18 56 : : PUNCT fis-205 18 57 10.3221 10.3221 NUM fis-205 18 58 / / SYM fis-205 18 59 igf igf PROPN fis-205 18 60 - - PUNCT fis-205 18 61 esis.25.05 esis.25.05 ADJ fis-205 18 62 28 28 NUM fis-205 18 63   NOUN fis-205 18 64   SYM fis-205 18 65   NOUN fis-205 18 66   PUNCT fis-205 18 67   PROPN fis-205 18 68   PROPN fis-205 18 69 , , PUNCT fis-205 18 70 ( ( PUNCT fis-205 18 71 , , PUNCT fis-205 18 72 , , PUNCT fis-205 18 73 ) ) PUNCT fis-205 18 74 zz zz PROPN fis-205 19 1 rrr rrr NOUN fis-205 19 2 r r PROPN fis-205 19 3 r r NOUN fis-205 19 4   PROPN fis-205 19 5   X fis-205 19 6   PROPN fis-205 19 7   X fis-205 19 8   PROPN fis-205 19 9   PROPN fis-205 19 10   PUNCT fis-205 19 11 ( ( PUNCT fis-205 19 12 2 2 X fis-205 19 13 ) ) PUNCT fis-205 19 14 where where SCONJ fis-205 19 15 r r NOUN fis-205 19 16 is be AUX fis-205 19 17 the the DET fis-205 19 18 radial radial ADJ fis-205 19 19 distance distance NOUN fis-205 19 20 from from ADP fis-205 19 21 the the DET fis-205 19 22 notch notch ADJ fis-205 19 23 tip tip NOUN fis-205 19 24 , , PUNCT fis-205 19 25 the the DET fis-205 19 26 angle angle NOUN fis-205 19 27   X fis-205 19 28 is be AUX fis-205 19 29 measured measure VERB fis-205 19 30 from from ADP fis-205 19 31 the the DET fis-205 19 32 notch notch ADJ fis-205 19 33 bisector bisector NOUN fis-205 19 34 and and CCONJ fis-205 19 35 taken take VERB fis-205 19 36 to to PART fis-205 19 37 be be AUX fis-205 19 38 positive positive ADJ fis-205 19 39 in in ADP fis-205 19 40 the the DET fis-205 19 41 counter counter NOUN fis-205 19 42 - - NOUN fis-205 19 43 clockwise clockwise NOUN fis-205 19 44 direction direction NOUN fis-205 19 45 , , PUNCT fis-205 19 46 the the DET fis-205 19 47 eigenvalues eigenvalues PROPN fis-205 19 48 i i PROPN fis-205 19 49 , , PUNCT fis-205 19 50     SPACE fis-205 19 51 ii ii NOUN fis-205 19 52 , , PUNCT fis-205 19 53 are be AUX fis-205 19 54 the the DET fis-205 19 55 lowest low ADJ fis-205 19 56 roots root NOUN fis-205 19 57 of of ADP fis-205 19 58 the the DET fis-205 19 59 equations equation NOUN fis-205 19 60 sin sin VERB fis-205 19 61 2 2 NUM fis-205 19 62 sin sin NOUN fis-205 19 63 2 2 NUM fis-205 19 64 0i 0i NOUN fis-205 19 65 i i PRON fis-205 19 66   NOUN fis-205 19 67   X fis-205 19 68   NUM fis-205 19 69 ( ( PUNCT fis-205 19 70 3 3 NUM fis-205 19 71 ) ) PUNCT fis-205 19 72 sin sin NOUN fis-205 19 73 2 2 NUM fis-205 19 74 sin sin NOUN fis-205 19 75 2 2 NUM fis-205 19 76 0ii 0ii NOUN fis-205 19 77 ii ii NOUN fis-205 19 78   NOUN fis-205 19 79   NOUN fis-205 19 80   NUM fis-205 19 81 ( ( PUNCT fis-205 19 82 4 4 NUM fis-205 19 83 ) ) PUNCT fis-205 19 84 and and CCONJ fis-205 19 85 the the DET fis-205 19 86 generalised generalise VERB fis-205 19 87 stress stress NOUN fis-205 19 88 intensity intensity NOUN fis-205 19 89 factors factor NOUN fis-205 19 90 are be AUX fis-205 19 91 defined define VERB fis-205 19 92 along along ADP fis-205 19 93 the the DET fis-205 19 94 bisector bisector NOUN fis-205 19 95 of of ADP fis-205 19 96 the the DET fis-205 19 97 ‘ ' PUNCT fis-205 19 98 notch notch ADJ fis-205 19 99 ’ ' PUNCT fis-205 19 100   NOUN fis-205 19 101 0 0 VERB fis-205 20 1   NOUN fis-205 20 2 as as ADP fis-205 20 3   NOUN fis-205 20 4   PROPN fis-205 20 5 1 1 NUM fis-205 20 6 0 0 NUM fis-205 20 7     SPACE fis-205 20 8 lim lim PROPN fis-205 20 9 , , PUNCT fis-205 20 10 0 0 PUNCT fis-205 21 1 i i PRON fis-205 21 2 i i VERB fis-205 22 1 r r VERB fis-205 22 2 k k NOUN fis-205 22 3 r r NOUN fis-205 22 4 r r NOUN fis-205 22 5   ADJ fis-205 22 6   PROPN fis-205 22 7   NOUN fis-205 22 8   NOUN fis-205 23 1   NUM fis-205 23 2 ( ( PUNCT fis-205 23 3 5 5 NUM fis-205 23 4 ) ) PUNCT fis-205 23 5   NOUN fis-205 23 6   PUNCT fis-205 23 7 1 1 NUM fis-205 23 8 0 0 NUM fis-205 23 9 lim lim PROPN fis-205 23 10 , , PUNCT fis-205 23 11 0 0 PROPN fis-205 23 12 ii ii NUM fis-205 23 13 ii ii PROPN fis-205 23 14 r r NOUN fis-205 23 15 r r NOUN fis-205 23 16 k k NOUN fis-205 23 17 r r NOUN fis-205 23 18 r r NOUN fis-205 23 19   X fis-205 23 20   PROPN fis-205 23 21   NOUN fis-205 23 22   NOUN fis-205 23 23   NUM fis-205 23 24 ( ( PUNCT fis-205 23 25 6 6 NUM fis-205 23 26 ) ) PUNCT fis-205 23 27 williams williams PROPN fis-205 23 28 ' ' PART fis-205 23 29 solution solution NOUN fis-205 23 30 may may AUX fis-205 23 31 be be AUX fis-205 23 32 written write VERB fis-205 23 33 in in ADP fis-205 23 34 an an DET fis-205 23 35 alternative alternative ADJ fis-205 23 36 form form NOUN fis-205 23 37 that that PRON fis-205 23 38 is be AUX fis-205 23 39 more more ADV fis-205 23 40 suitable suitable ADJ fis-205 23 41 for for ADP fis-205 23 42 frictional frictional ADJ fis-205 23 43 contacts contact NOUN fis-205 23 44 . . PUNCT fis-205 24 1 the the DET fis-205 24 2 punch punch NOUN fis-205 24 3 has have VERB fis-205 24 4 an an DET fis-205 24 5 included include VERB fis-205 24 6 angle angle NOUN fis-205 24 7   NOUN fis-205 24 8 , , PUNCT fis-205 24 9 and and CCONJ fis-205 24 10 is be AUX fis-205 24 11 in in ADP fis-205 24 12 contact contact NOUN fis-205 24 13 with with ADP fis-205 24 14 a a DET fis-205 24 15 half half ADJ fis-205 24 16 - - PUNCT fis-205 24 17 plane plane NOUN fis-205 24 18 , , PUNCT fis-205 24 19 as as SCONJ fis-205 24 20 shown show VERB fis-205 24 21 in in ADP fis-205 24 22 fig fig NOUN fis-205 24 23 . . PUNCT fis-205 25 1 1 1 NUM fis-205 25 2 , , PUNCT fis-205 25 3 so so SCONJ fis-205 25 4 that that SCONJ fis-205 25 5 the the DET fis-205 25 6 total total ADJ fis-205 25 7 included include VERB fis-205 25 8 angle angle NOUN fis-205 25 9 is be AUX fis-205 25 10 2 2 PROPN fis-205 25 11   NOUN fis-205 25 12   VERB fis-205 25 13   X fis-205 25 14 . . PUNCT fis-205 26 1 the the DET fis-205 26 2 contact contact NOUN fis-205 26 3 interface interface NOUN fis-205 26 4 lies lie VERB fis-205 26 5 along along ADP fis-205 26 6 the the DET fis-205 26 7 line line NOUN fis-205 26 8   PROPN fis-205 26 9 / / PROPN fis-205 27 1 2 2 NUM fis-205 27 2   X fis-205 27 3   ADJ fis-205 27 4   NOUN fis-205 27 5 , , PUNCT fis-205 27 6 and and CCONJ fis-205 27 7 is be AUX fis-205 27 8 denoted denote VERB fis-205 27 9 int int NOUN fis-205 27 10 , , PUNCT fis-205 27 11 while while SCONJ fis-205 27 12 the the DET fis-205 27 13 distance distance NOUN fis-205 27 14 from from ADP fis-205 27 15 the the DET fis-205 27 16 notch notch ADJ fis-205 27 17 tip tip NOUN fis-205 27 18 along along ADP fis-205 27 19 the the DET fis-205 27 20 interface interface NOUN fis-205 27 21 line line NOUN fis-205 27 22 is be AUX fis-205 27 23 x x X fis-205 27 24 . . PUNCT fis-205 28 1 the the DET fis-205 28 2 direct direct ADJ fis-205 28 3   PROPN fis-205 28 4 p p NOUN fis-205 28 5 x x SYM fis-205 28 6 , , PUNCT fis-205 28 7 and and CCONJ fis-205 28 8 shearing shear VERB fis-205 28 9   PROPN fis-205 28 10 q q PROPN fis-205 28 11 x x PRON fis-205 28 12 , , PUNCT fis-205 28 13 interfacial interfacial ADJ fis-205 28 14 tractions traction NOUN fis-205 28 15 may may AUX fis-205 28 16 therefore therefore ADV fis-205 28 17 be be AUX fis-205 28 18 written write VERB fis-205 28 19 as as ADP fis-205 28 20   NOUN fis-205 28 21   PROPN fis-205 28 22   NOUN fis-205 28 23   SYM fis-205 28 24   NOUN fis-205 28 25   SYM fis-205 28 26   PROPN fis-205 28 27 1 1 NOUN fis-205 28 28     SPACE fis-205 28 29 1 1 NUM fis-205 28 30     SPACE fis-205 28 31 0 0 NUM fis-205 28 32 1 1 NUM fis-205 28 33     SPACE fis-205 28 34 0 0 NUM fis-205 29 1 1 1 NUM fis-205 29 2     SPACE fis-205 29 3 , , PUNCT fis-205 30 1 i i PRON fis-205 30 2 ii ii VERB fis-205 31 1 i i NOUN fis-205 31 2 iii iii PROPN fis-205 31 3 ii ii NOUN fis-205 31 4 int int NOUN fis-205 32 1 i i PRON fis-205 32 2 int int VERB fis-205 33 1 ii ii PROPN fis-205 34 1 int int NOUN fis-205 35 1 i i PRON fis-205 35 2 iip iip VERB fis-205 35 3 x x PUNCT fis-205 35 4 x x PUNCT fis-205 35 5 k k NOUN fis-205 35 6 x x X fis-205 36 1 f f X fis-205 36 2 k k NOUN fis-205 36 3 x x X fis-205 36 4 f f X fis-205 36 5 k k NOUN fis-205 36 6 x x X fis-205 36 7 k k PROPN fis-205 36 8 x x PROPN fis-205 36 9   X fis-205 36 10   ADJ fis-205 36 11   ADJ fis-205 36 12   ADJ fis-205 36 13   PROPN fis-205 37 1   PROPN fis-205 37 2   PROPN fis-205 37 3   PROPN fis-205 37 4   PROPN fis-205 37 5   PROPN fis-205 37 6   X fis-205 37 7   PUNCT fis-205 37 8   PROPN fis-205 37 9   PROPN fis-205 37 10   ADV fis-205 37 11   PROPN fis-205 37 12   X fis-205 37 13 ( ( PUNCT fis-205 37 14 7 7 X fis-205 37 15 ) ) PUNCT fis-205 37 16   NOUN fis-205 38 1   SYM fis-205 38 2   NOUN fis-205 38 3   SYM fis-205 38 4   NOUN fis-205 38 5   SYM fis-205 38 6   PROPN fis-205 38 7 1 1 NOUN fis-205 38 8     SPACE fis-205 38 9 1 1 NUM fis-205 38 10     SPACE fis-205 38 11 0 0 NUM fis-205 38 12 1 1 NUM fis-205 38 13     SPACE fis-205 38 14 0 0 NUM fis-205 38 15 1 1 NUM fis-205 38 16     SPACE fis-205 38 17 , , PUNCT fis-205 38 18 i i PRON fis-205 38 19 ii ii VERB fis-205 39 1 i i NOUN fis-205 39 2 iii iii VERB fis-205 39 3 ii ii VERB fis-205 40 1 i i PRON fis-205 40 2 ii ii VERB fis-205 40 3 r r NOUN fis-205 40 4 int int NOUN fis-205 41 1 i i NOUN fis-205 41 2 r r NOUN fis-205 41 3 int int NOUN fis-205 41 4 ii ii NOUN fis-205 41 5 r r NOUN fis-205 41 6 int int NOUN fis-205 42 1 i i NOUN fis-205 42 2 r r NOUN fis-205 42 3 ii ii NOUN fis-205 42 4 rq rq NOUN fis-205 42 5 x x PUNCT fis-205 42 6 x x PUNCT fis-205 43 1 k k NOUN fis-205 43 2 x x X fis-205 43 3 f f X fis-205 44 1 k k NOUN fis-205 44 2 x x X fis-205 45 1 f f X fis-205 45 2 k k NOUN fis-205 46 1 x x PUNCT fis-205 46 2 g g NOUN fis-205 46 3 k k PROPN fis-205 46 4 x x X fis-205 47 1 g g PROPN fis-205 47 2   X fis-205 47 3   ADJ fis-205 47 4   ADJ fis-205 47 5   X fis-205 47 6   PROPN fis-205 47 7   PROPN fis-205 48 1   PROPN fis-205 48 2   PROPN fis-205 48 3   PROPN fis-205 48 4   PROPN fis-205 48 5   PROPN fis-205 48 6   PROPN fis-205 48 7   PROPN fis-205 48 8   PROPN fis-205 48 9   PROPN fis-205 48 10   ADV fis-205 48 11   PROPN fis-205 48 12   X fis-205 48 13 ( ( PUNCT fis-205 48 14 8) 8) NUM fis-205 48 15 where where SCONJ fis-205 48 16 compression compression NOUN fis-205 48 17 is be AUX fis-205 48 18 taken take VERB fis-205 48 19 to to PART fis-205 48 20 be be AUX fis-205 48 21 positive positive ADJ fis-205 48 22 , , PUNCT fis-205 48 23 and and CCONJ fis-205 48 24 the the DET fis-205 48 25 generalised generalise VERB fis-205 48 26 stress stress NOUN fis-205 48 27 intensity intensity NOUN fis-205 48 28 factors factor NOUN fis-205 48 29 calibrated calibrate VERB fis-205 48 30 along along ADP fis-205 48 31 the the DET fis-205 48 32 interface interface NOUN fis-205 48 33 line line NOUN fis-205 48 34 are be AUX fis-205 48 35 denoted denote VERB fis-205 48 36 0 0 NUM fis-205 49 1 nk nk INTJ fis-205 49 2 , , PUNCT fis-205 49 3 where where SCONJ fis-205 49 4   PROPN fis-205 49 5 ,n ,n VERB fis-205 49 6 i i PRON fis-205 49 7 ii ii ADJ fis-205 49 8 , , PUNCT fis-205 49 9 and and CCONJ fis-205 49 10 are be AUX fis-205 49 11 found find VERB fis-205 49 12 from from ADP fis-205 49 13   NOUN fis-205 50 1 0 0 INTJ fis-205 51 1 i i PRON fis-205 51 2 i i PRON fis-205 52 1 i i PRON fis-205 52 2 intk intk VERB fis-205 52 3 k k PROPN fis-205 52 4 f f PROPN fis-205 52 5   PROPN fis-205 52 6 , , PUNCT fis-205 52 7   PROPN fis-205 52 8 0 0 NOUN fis-205 52 9 ii ii PROPN fis-205 52 10 ii ii PROPN fis-205 52 11 ii ii PROPN fis-205 52 12 intk intk PROPN fis-205 53 1 k k PROPN fis-205 53 2 f f PROPN fis-205 53 3   PROPN fis-205 53 4 ( ( PUNCT fis-205 53 5 9 9 NUM fis-205 53 6 ) ) PUNCT fis-205 53 7 where where SCONJ fis-205 53 8   NOUN fis-205 53 9   SYM fis-205 53 10   NOUN fis-205 53 11   PUNCT fis-205 53 12         SPACE fis-205 54 1 i i PRON fis-205 54 2 r r NOUN fis-205 54 3 inti inti PROPN fis-205 55 1 r r NOUN fis-205 55 2 i i PRON fis-205 55 3 int int VERB fis-205 56 1 f f PROPN fis-205 56 2 g g PROPN fis-205 56 3 f f PROPN fis-205 56 4   PROPN fis-205 56 5   X fis-205 56 6   PROPN fis-205 56 7   PROPN fis-205 57 1   X fis-205 57 2   NUM fis-205 57 3 , , PUNCT fis-205 58 1   PROPN fis-205 58 2   SYM fis-205 58 3   NOUN fis-205 58 4   PUNCT fis-205 58 5     SPACE fis-205 58 6 ii ii NOUN fis-205 58 7 r r NOUN fis-205 58 8 intii intii NOUN fis-205 58 9 r r PROPN fis-205 58 10 ii ii PROPN fis-205 58 11 int int NOUN fis-205 58 12 f f PROPN fis-205 58 13 g g PROPN fis-205 58 14 f f PROPN fis-205 58 15   PROPN fis-205 58 16   X fis-205 58 17   PROPN fis-205 59 1   PROPN fis-205 59 2   X fis-205 60 1   PRON fis-205 60 2 ( ( PUNCT fis-205 60 3 10 10 NUM fis-205 60 4 ) ) PUNCT fis-205 60 5 figure figure NOUN fis-205 60 6 1 1 NUM fis-205 60 7 : : PUNCT fis-205 60 8 a a DET fis-205 60 9 diagram diagram NOUN fis-205 60 10 of of ADP fis-205 60 11 the the DET fis-205 60 12 idealised idealised ADJ fis-205 60 13 geometry geometry NOUN fis-205 60 14 considered consider VERB fis-205 60 15 , , PUNCT fis-205 60 16 including include VERB fis-205 60 17 the the DET fis-205 60 18 coordinate coordinate NOUN fis-205 60 19 system system NOUN fis-205 60 20 . . PUNCT fis-205 61 1 edge edge NOUN fis-205 61 2 separation separation NOUN fis-205 61 3 illiams illiam VERB fis-205 61 4 ’ ' PUNCT fis-205 61 5 solution solution NOUN fis-205 61 6 displays display VERB fis-205 61 7 a a DET fis-205 61 8 power power NOUN fis-205 61 9 law law NOUN fis-205 61 10 variation variation NOUN fis-205 61 11 of of ADP fis-205 61 12 the the DET fis-205 61 13 stress stress NOUN fis-205 61 14 field field NOUN fis-205 61 15 with with ADP fis-205 61 16 radial radial ADJ fis-205 61 17 distance distance NOUN fis-205 61 18 from from ADP fis-205 61 19 the the DET fis-205 61 20 notch notch ADJ fis-205 61 21 tip tip NOUN fis-205 61 22 and and CCONJ fis-205 61 23 expresses express VERB fis-205 61 24 this this PRON fis-205 61 25 as as ADP fis-205 61 26 a a DET fis-205 61 27 series series NOUN fis-205 61 28 expansion expansion NOUN fis-205 61 29 , , PUNCT fis-205 61 30 of of ADP fis-205 61 31 which which PRON fis-205 61 32 we we PRON fis-205 61 33 consider consider VERB fis-205 61 34 only only ADV fis-205 61 35 the the DET fis-205 61 36 first first ADJ fis-205 61 37 two two NUM fis-205 61 38 terms term NOUN fis-205 61 39 ; ; PUNCT fis-205 61 40 ik ik PROPN fis-205 61 41 and and CCONJ fis-205 61 42 iik iik PROPN fis-205 61 43 . . PUNCT fis-205 62 1 because because SCONJ fis-205 62 2 each each DET fis-205 62 3 term term NOUN fis-205 62 4 in in ADP fis-205 62 5 the the DET fis-205 62 6 series series NOUN fis-205 62 7 is be AUX fis-205 62 8 raised raise VERB fis-205 62 9 to to ADP fis-205 62 10 a a DET fis-205 62 11 different different ADJ fis-205 62 12 power power NOUN fis-205 62 13 ( ( PUNCT fis-205 62 14 except except SCONJ fis-205 62 15 in in ADP fis-205 62 16 the the DET fis-205 62 17 case case NOUN fis-205 62 18 of of ADP fis-205 62 19 an an DET fis-205 62 20 edge edge NOUN fis-205 62 21 crack crack NOUN fis-205 62 22 when when SCONJ fis-205 62 23   NOUN fis-205 62 24   VERB fis-205 62 25 ) ) PUNCT fis-205 62 26 , , PUNCT fis-205 62 27 the the DET fis-205 62 28 relative relative ADJ fis-205 62 29   NOUN fis-205 62 30   NOUN fis-205 62 31 x x PUNCT fis-205 62 32 r r NOUN fis-205 62 33 int int NOUN fis-205 63 1 half half ADJ fis-205 63 2 - - PUNCT fis-205 63 3 plane plane NOUN fis-205 63 4 punch punch NOUN fis-205 63 5 w w PROPN fis-205 63 6 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 63 7 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 63 8 d. d. PROPN fis-205 63 9 a. a. PROPN fis-205 63 10 hills hills PROPN fis-205 63 11 et et PROPN fis-205 63 12 aliii aliii NOUN fis-205 63 13 , , PUNCT fis-205 63 14 frattura frattura PROPN fis-205 63 15 ed ed PROPN fis-205 63 16 integrità integrità PROPN fis-205 63 17 strutturale strutturale PROPN fis-205 63 18 , , PUNCT fis-205 63 19 25 25 NUM fis-205 63 20 ( ( PUNCT fis-205 63 21 2013 2013 NUM fis-205 63 22 ) ) PUNCT fis-205 63 23 27 27 NUM fis-205 63 24 - - SYM fis-205 63 25 35 35 NUM fis-205 63 26 ; ; PUNCT fis-205 63 27 doi doi NOUN fis-205 63 28 : : PUNCT fis-205 63 29 10.3221 10.3221 NUM fis-205 63 30 / / SYM fis-205 63 31 igf igf PROPN fis-205 63 32 - - PUNCT fis-205 63 33 esis.25.05 esis.25.05 ADJ fis-205 63 34 29 29 NUM fis-205 63 35 strengths strength NOUN fis-205 63 36 of of ADP fis-205 63 37 the the DET fis-205 63 38 two two NUM fis-205 63 39 competing compete VERB fis-205 63 40 terms term NOUN fis-205 63 41 vary vary VERB fis-205 63 42 with with ADP fis-205 63 43 radial radial ADJ fis-205 63 44 distance distance NOUN fis-205 63 45 from from ADP fis-205 63 46 the the DET fis-205 63 47 notch notch ADJ fis-205 63 48 tip tip NOUN fis-205 63 49 , , PUNCT fis-205 63 50 which which PRON fis-205 63 51 creates create VERB fis-205 63 52 an an DET fis-205 63 53 intrinsic intrinsic ADJ fis-205 63 54 length length NOUN fis-205 63 55 scale scale NOUN fis-205 63 56 in in ADP fis-205 63 57 the the DET fis-205 63 58 solution solution NOUN fis-205 63 59 ; ; PUNCT fis-205 63 60 the the DET fis-205 63 61 mode mode NOUN fis-205 63 62 i i PRON fis-205 63 63 term term NOUN fis-205 63 64 is be AUX fis-205 63 65 more more ADV fis-205 63 66 strongly strongly ADV fis-205 63 67 singular singular ADJ fis-205 63 68 and and CCONJ fis-205 63 69 dictates dictate VERB fis-205 63 70 contact contact NOUN fis-205 63 71 edge edge NOUN fis-205 63 72 behaviour behaviour NOUN fis-205 63 73 , , PUNCT fis-205 63 74 whilst whilst SCONJ fis-205 63 75 the the DET fis-205 63 76 mode mode PROPN fis-205 63 77 ii ii PROPN fis-205 63 78 term term NOUN fis-205 63 79 less less ADV fis-205 63 80 strongly strongly ADV fis-205 63 81 singular singular ADJ fis-205 63 82 ( ( PUNCT fis-205 63 83 or or CCONJ fis-205 63 84 for for SCONJ fis-205 63 85 punch punch VERB fis-205 63 86 angles angle NOUN fis-205 63 87 less less ADJ fis-205 63 88 than than ADP fis-205 63 89 77.4 77.4 NUM fis-205 63 90 the the DET fis-205 63 91 mode mode PROPN fis-205 63 92 ii ii PROPN fis-205 63 93 term term NOUN fis-205 63 94 is be AUX fis-205 63 95 bounded bound VERB fis-205 63 96 ) ) PUNCT fis-205 63 97 and and CCONJ fis-205 63 98 controls control VERB fis-205 63 99 the the DET fis-205 63 100 stress stress NOUN fis-205 63 101 field field NOUN fis-205 63 102 slightly slightly ADV fis-205 63 103 further far ADV fis-205 63 104 from from ADP fis-205 63 105 the the DET fis-205 63 106 sharp sharp ADJ fis-205 63 107 corner corner NOUN fis-205 63 108 . . PUNCT fis-205 64 1 this this DET fis-205 64 2 length length NOUN fis-205 64 3 scale scale NOUN fis-205 64 4 can can AUX fis-205 64 5 be be AUX fis-205 64 6 emphasised emphasise VERB fis-205 64 7 by by ADP fis-205 64 8 replacing replace VERB fis-205 64 9 the the DET fis-205 64 10 two two NUM fis-205 64 11 parameters parameter NOUN fis-205 64 12     SPACE fis-205 64 13 ik ik PROPN fis-205 64 14 and and CCONJ fis-205 64 15 iik iik PROPN fis-205 64 16 in in ADP fis-205 64 17 williams williams PROPN fis-205 64 18 ' ' PART fis-205 64 19 solution solution NOUN fis-205 64 20 with with ADP fis-205 64 21 two two NUM fis-205 64 22 new new ADJ fis-205 64 23 composite composite ADJ fis-205 64 24 parameters parameter NOUN fis-205 64 25 0d 0d NOUN fis-205 64 26 and and CCONJ fis-205 64 27 0 0 NUM fis-205 64 28 g g NOUN fis-205 64 29 . . PUNCT fis-205 65 1 the the DET fis-205 65 2 definition definition NOUN fis-205 65 3 of of ADP fis-205 65 4 these these DET fis-205 65 5 quantities quantity NOUN fis-205 65 6 involves involve VERB fis-205 65 7 raising raise VERB fis-205 65 8 the the DET fis-205 65 9 generalised generalise VERB fis-205 65 10 stress stress NOUN fis-205 65 11 intensity intensity NOUN fis-205 65 12 factors factor NOUN fis-205 65 13 ik ik PROPN fis-205 65 14 and and CCONJ fis-205 65 15 iik iik PROPN fis-205 65 16 , , PUNCT fis-205 65 17 to to ADP fis-205 65 18 fractional fractional ADJ fis-205 65 19 powers power NOUN fis-205 65 20 , , PUNCT fis-205 65 21 and and CCONJ fis-205 65 22 for for ADP fis-205 65 23 this this DET fis-205 65 24 reason reason NOUN fis-205 65 25 , , PUNCT fis-205 65 26 we we PRON fis-205 65 27 modify modify VERB fis-205 65 28 the the DET fis-205 65 29 definition definition NOUN fis-205 65 30 depending depend VERB fis-205 65 31 on on ADP fis-205 65 32 whether whether SCONJ fis-205 65 33 the the DET fis-205 65 34 remote remote ADJ fis-205 65 35 loads load NOUN fis-205 65 36 excite excite VERB fis-205 65 37 positive positive ADJ fis-205 65 38 or or CCONJ fis-205 65 39 negative negative ADJ fis-205 65 40 values value NOUN fis-205 65 41 of of ADP fis-205 65 42 ik ik PROPN fis-205 65 43 and and CCONJ fis-205 65 44 , , PUNCT fis-205 65 45 iik iik VERB fis-205 65 46 in in ADP fis-205 65 47 order order NOUN fis-205 65 48 to to PART fis-205 65 49 avoid avoid VERB fis-205 65 50 imaginary imaginary ADJ fis-205 65 51 solutions solution NOUN fis-205 65 52 . . PUNCT fis-205 66 1 for for ADP fis-205 66 2 simplicity simplicity NOUN fis-205 66 3 , , PUNCT fis-205 66 4 let let VERB fis-205 66 5 us we PRON fis-205 66 6 first first ADV fis-205 66 7 consider consider VERB fis-205 66 8 the the DET fis-205 66 9 case case NOUN fis-205 66 10 when when SCONJ fis-205 66 11 the the DET fis-205 66 12 remote remote ADJ fis-205 66 13 loads load NOUN fis-205 66 14 excite excite VERB fis-205 66 15 positive positive ADJ fis-205 66 16 values value NOUN fis-205 66 17 of of ADP fis-205 66 18 the the DET fis-205 66 19 generalised generalise VERB fis-205 66 20 stress stress NOUN fis-205 66 21 intensity intensity NOUN fis-205 66 22 factors factor NOUN fis-205 66 23 ik ik PROPN fis-205 66 24 and and CCONJ fis-205 66 25 iik iik PROPN fis-205 66 26 . . PUNCT fis-205 67 1 in in ADP fis-205 67 2 this this DET fis-205 67 3 case case NOUN fis-205 67 4 , , PUNCT fis-205 67 5 0d 0d NOUN fis-205 67 6 and and CCONJ fis-205 67 7 0 0 NUM fis-205 67 8 g g NOUN fis-205 67 9 are be AUX fis-205 67 10 defined define VERB fis-205 67 11 as as ADP fis-205 67 12 1 1 NUM fis-205 67 13 0 0 NUM fis-205 67 14         SPACE fis-205 67 15 i i PRON fis-205 67 16 iiii iiii VERB fis-205 68 1 i i PRON fis-205 68 2 k k PROPN fis-205 69 1 d d X fis-205 69 2 k k PROPN fis-205 69 3   X fis-205 69 4   X fis-205 69 5   X fis-205 69 6   PROPN fis-205 69 7   NOUN fis-205 69 8   NOUN fis-205 69 9   NOUN fis-205 69 10   PROPN fis-205 69 11 , , PUNCT fis-205 69 12 1 1 NUM fis-205 69 13 1 1 NUM fis-205 69 14 0 0 NUM fis-205 69 15         SPACE fis-205 69 16 ii ii NOUN fis-205 70 1 i i NOUN fis-205 70 2 ii ii VERB fis-205 71 1 i i PRON fis-205 71 2 i i PRON fis-205 71 3 ii ii VERB fis-205 72 1 i i PRON fis-205 72 2 iig iig PROPN fis-205 72 3 k k PROPN fis-205 72 4 k k PROPN fis-205 72 5   X fis-205 72 6   ADJ fis-205 72 7   ADJ fis-205 72 8   ADJ fis-205 72 9   ADJ fis-205 72 10   ADJ fis-205 72 11   PROPN fis-205 72 12   PROPN fis-205 72 13   PROPN fis-205 72 14   PROPN fis-205 72 15 ( ( PUNCT fis-205 72 16 11 11 NUM fis-205 72 17 ) ) PUNCT fis-205 72 18 where where SCONJ fis-205 72 19 it it PRON fis-205 72 20 is be AUX fis-205 72 21 now now ADV fis-205 72 22 clear clear ADJ fis-205 72 23 that that SCONJ fis-205 72 24 0 0 NUM fis-205 72 25     SPACE fis-205 72 26 d d NOUN fis-205 72 27 has have VERB fis-205 72 28 the the DET fis-205 72 29 physical physical ADJ fis-205 72 30 significance significance NOUN fis-205 72 31 of of ADP fis-205 72 32 representing represent VERB fis-205 72 33 the the DET fis-205 72 34 boundary boundary NOUN fis-205 72 35 , , PUNCT fis-205 72 36 in in ADP fis-205 72 37 some some DET fis-205 72 38 way way NOUN fis-205 72 39 , , PUNCT fis-205 72 40 between between ADP fis-205 72 41 mode mode NOUN fis-205 72 42 i i PRON fis-205 72 43 domination domination NOUN fis-205 72 44 and and CCONJ fis-205 72 45 mode mode PROPN fis-205 72 46 ii ii PROPN fis-205 72 47 domination domination NOUN fis-205 72 48 of of ADP fis-205 72 49 the the DET fis-205 72 50 stress stress NOUN fis-205 72 51 field field NOUN fis-205 72 52 , , PUNCT fis-205 72 53 whilst whilst SCONJ fis-205 72 54 0 0 NUM fis-205 72 55     SPACE fis-205 72 56 g g NOUN fis-205 72 57 represents represent VERB fis-205 72 58 the the DET fis-205 72 59 magnitude magnitude NOUN fis-205 72 60 of of ADP fis-205 72 61 loading loading NOUN fis-205 72 62 . . PUNCT fis-205 73 1 eq eq ADP fis-205 73 2 . . PUNCT fis-205 74 1 ( ( PUNCT fis-205 74 2 1 1 X fis-205 74 3 ) ) PUNCT fis-205 74 4 can can AUX fis-205 74 5 now now ADV fis-205 74 6 be be AUX fis-205 74 7 re re VERB fis-205 74 8 - - VERB fis-205 74 9 written write VERB fis-205 74 10 as as ADP fis-205 74 11   NOUN fis-205 75 1   PROPN fis-205 75 2   NOUN fis-205 75 3   PUNCT fis-205 75 4   NOUN fis-205 75 5   PUNCT fis-205 75 6 1 1 NUM fis-205 75 7     SPACE fis-205 75 8 1 1 NUM fis-205 75 9     SPACE fis-205 75 10 0 0 NUM fis-205 75 11 0 0 NUM fis-205 75 12 0 0 NUM fis-205 75 13 , , PUNCT fis-205 75 14 i i PRON fis-205 75 15 ii ii VERB fis-205 76 1 ij ij INTJ fis-205 76 2 i i NOUN fis-205 76 3 ii ii PROPN fis-205 77 1 ij ij INTJ fis-205 77 2 ij ij INTJ fis-205 78 1 r r NOUN fis-205 78 2 r r NOUN fis-205 78 3 r r NOUN fis-205 78 4 f f NOUN fis-205 78 5 f f NOUN fis-205 78 6 g g PROPN fis-205 78 7 d d PROPN fis-205 78 8 d d PROPN fis-205 78 9   X fis-205 79 1   PROPN fis-205 79 2   PROPN fis-205 79 3   PROPN fis-205 79 4   PROPN fis-205 79 5   PROPN fis-205 79 6   PROPN fis-205 79 7   NOUN fis-205 79 8   PROPN fis-205 79 9   NOUN fis-205 79 10   NOUN fis-205 79 11   PROPN fis-205 79 12   PROPN fis-205 79 13   PROPN fis-205 79 14   PROPN fis-205 79 15   PROPN fis-205 80 1   PROPN fis-205 80 2   PROPN fis-205 80 3   PROPN fis-205 80 4   NOUN fis-205 80 5 . . PUNCT fis-205 81 1 ( ( PUNCT fis-205 81 2 12 12 NUM fis-205 81 3 ) ) PUNCT fis-205 81 4 we we PRON fis-205 81 5 now now ADV fis-205 81 6 , , PUNCT fis-205 81 7 as as ADP fis-205 81 8 in in ADP fis-205 81 9 eq eq NOUN fis-205 81 10 . . PUNCT fis-205 81 11 ( ( PUNCT fis-205 81 12 7 7 NUM fis-205 81 13 ) ) PUNCT fis-205 81 14 and and CCONJ fis-205 81 15 ( ( PUNCT fis-205 81 16 8) 8) NUM fis-205 81 17 , , PUNCT fis-205 81 18 write write VERB fis-205 81 19 out out ADP fis-205 81 20 the the DET fis-205 81 21 direct direct ADJ fis-205 81 22   NOUN fis-205 81 23 p p NOUN fis-205 81 24 x x SYM fis-205 81 25 , , PUNCT fis-205 81 26 and and CCONJ fis-205 81 27 shearing shear VERB fis-205 81 28   PROPN fis-205 81 29 q q PROPN fis-205 82 1 x x SYM fis-205 82 2 , , PUNCT fis-205 82 3 tractions traction NOUN fis-205 82 4 , , PUNCT fis-205 82 5 but but CCONJ fis-205 82 6 this this DET fis-205 82 7 time time NOUN fis-205 82 8 with with ADP fis-205 82 9 the the DET fis-205 82 10 alternative alternative ADJ fis-205 82 11 formulation formulation NOUN fis-205 82 12 of of ADP fis-205 82 13 the the DET fis-205 82 14 stress stress NOUN fis-205 82 15 field field NOUN fis-205 82 16 , , PUNCT fis-205 82 17 and and CCONJ fis-205 82 18 we we PRON fis-205 82 19 also also ADV fis-205 82 20 , , PUNCT fis-205 82 21 for for ADP fis-205 82 22 compactness compactness NOUN fis-205 82 23 , , PUNCT fis-205 82 24 use use VERB fis-205 82 25 the the DET fis-205 82 26 shorthand shorthand NOUN fis-205 82 27   NOUN fis-205 82 28 n n PROPN fis-205 82 29 n n CCONJ fis-205 83 1 ij ij INTJ fis-205 83 2 ij ij INTJ fis-205 83 3 intf intf X fis-205 83 4 f f PROPN fis-205 83 5   PROPN fis-205 83 6 , , PUNCT fis-205 83 7 as as ADP fis-205 83 8   NOUN fis-205 83 9   PROPN fis-205 83 10   NOUN fis-205 83 11   PUNCT fis-205 83 12 1 1 NUM fis-205 83 13     SPACE fis-205 83 14 1 1 NUM fis-205 83 15     SPACE fis-205 83 16 0 0 NUM fis-205 83 17 0 0 NUM fis-205 83 18 0 0 NUM fis-205 83 19 0 0 NUM fis-205 83 20 , , PUNCT fis-205 83 21 i i PRON fis-205 83 22 ii ii VERB fis-205 83 23 int int NOUN fis-205 84 1 i i PRON fis-205 84 2 iirp iirp VERB fis-205 84 3 x x PUNCT fis-205 85 1 x x PUNCT fis-205 85 2 x x PUNCT fis-205 85 3 f f NOUN fis-205 85 4 f f NOUN fis-205 85 5 g g PROPN fis-205 85 6 g g PROPN fis-205 85 7 d d PROPN fis-205 85 8 d d PROPN fis-205 85 9   X fis-205 85 10   ADJ fis-205 85 11   NOUN fis-205 85 12   PROPN fis-205 85 13   PUNCT fis-205 86 1   X fis-205 86 2   X fis-205 86 3   PROPN fis-205 86 4   PROPN fis-205 86 5   NOUN fis-205 86 6   PROPN fis-205 86 7   NOUN fis-205 86 8   PROPN fis-205 87 1   PROPN fis-205 87 2   PROPN fis-205 87 3   PROPN fis-205 87 4   PROPN fis-205 87 5   PROPN fis-205 87 6   PROPN fis-205 88 1   PROPN fis-205 88 2   PROPN fis-205 88 3   PROPN fis-205 88 4   NOUN fis-205 88 5 ( ( PUNCT fis-205 88 6 13 13 NUM fis-205 88 7 ) ) PUNCT fis-205 88 8   NOUN fis-205 88 9   PUNCT fis-205 88 10   NOUN fis-205 88 11   PUNCT fis-205 88 12 1 1 NUM fis-205 88 13     SPACE fis-205 88 14 1 1 NUM fis-205 88 15     SPACE fis-205 88 16 0 0 NUM fis-205 88 17 0 0 NUM fis-205 88 18 0 0 NUM fis-205 88 19 0 0 NUM fis-205 88 20 , , PUNCT fis-205 88 21 i i PRON fis-205 88 22 ii ii VERB fis-205 89 1 r r NOUN fis-205 89 2 int int NOUN fis-205 90 1 i i NOUN fis-205 90 2 ii ii VERB fis-205 90 3 r r NOUN fis-205 90 4 r r NOUN fis-205 90 5 rq rq NOUN fis-205 90 6 x x PUNCT fis-205 90 7 x x PUNCT fis-205 90 8 x x PUNCT fis-205 91 1 f f NOUN fis-205 91 2 f f NOUN fis-205 91 3 g g PROPN fis-205 91 4 g g PROPN fis-205 91 5 d d PROPN fis-205 91 6 d d PROPN fis-205 91 7   X fis-205 91 8   ADJ fis-205 91 9   PROPN fis-205 91 10   PROPN fis-205 91 11   PROPN fis-205 91 12   PROPN fis-205 91 13   PROPN fis-205 92 1   PROPN fis-205 92 2   PROPN fis-205 92 3   NOUN fis-205 92 4   PROPN fis-205 92 5   NOUN fis-205 92 6   PROPN fis-205 92 7   PROPN fis-205 92 8   NUM fis-205 92 9   PROPN fis-205 92 10   PROPN fis-205 93 1   PROPN fis-205 93 2   PROPN fis-205 94 1   PROPN fis-205 94 2   PROPN fis-205 94 3   PROPN fis-205 94 4   NOUN fis-205 94 5 . . PUNCT fis-205 95 1 ( ( PUNCT fis-205 95 2 14 14 NUM fis-205 95 3 ) ) PUNCT fis-205 95 4 when when SCONJ fis-205 95 5 the the DET fis-205 95 6 remote remote ADJ fis-205 95 7 loads load NOUN fis-205 95 8 are be AUX fis-205 95 9 such such ADJ fis-205 95 10 that that SCONJ fis-205 95 11 the the DET fis-205 95 12 generalised generalise VERB fis-205 95 13 stress stress NOUN fis-205 95 14 intensity intensity NOUN fis-205 95 15 factors factor NOUN fis-205 95 16 ik ik PROPN fis-205 95 17 and and CCONJ fis-205 95 18 iik iik PROPN fis-205 95 19 , , PUNCT fis-205 95 20 are be AUX fis-205 95 21 of of ADP fis-205 95 22 the the DET fis-205 95 23 same same ADJ fis-205 95 24 sign sign NOUN fis-205 95 25 ( ( PUNCT fis-205 95 26 either either CCONJ fis-205 95 27 both both CCONJ fis-205 95 28 positive positive ADJ fis-205 95 29 or or CCONJ fis-205 95 30 both both PRON fis-205 95 31 negative negative ADJ fis-205 95 32 ) ) PUNCT fis-205 95 33 , , PUNCT fis-205 95 34 williams williams PROPN fis-205 95 35 ' ' PART fis-205 95 36 solution solution NOUN fis-205 95 37 implies imply VERB fis-205 95 38 that that SCONJ fis-205 95 39 the the DET fis-205 95 40 direct direct ADJ fis-205 95 41 traction traction PROPN fis-205 95 42   PROPN fis-205 95 43 p p NOUN fis-205 95 44 x x SYM fis-205 95 45 , , PUNCT fis-205 95 46 is be AUX fis-205 95 47 of of ADP fis-205 95 48 a a DET fis-205 95 49 different different ADJ fis-205 95 50 sign sign NOUN fis-205 95 51 in in ADP fis-205 95 52 the the DET fis-205 95 53 mode mode NOUN fis-205 95 54 i i PRON fis-205 95 55 and and CCONJ fis-205 95 56 mode mode PROPN fis-205 95 57 ii ii PROPN fis-205 95 58 dominated dominate VERB fis-205 95 59 regions region NOUN fis-205 95 60 of of ADP fis-205 95 61 the the DET fis-205 95 62 stress stress NOUN fis-205 95 63 field field NOUN fis-205 95 64 . . PUNCT fis-205 96 1 when when SCONJ fis-205 96 2 ik ik PROPN fis-205 96 3 and and CCONJ fis-205 96 4 iik iik PROPN fis-205 96 5 are be AUX fis-205 96 6 both both ADV fis-205 96 7 positive positive ADJ fis-205 96 8 , , PUNCT fis-205 96 9 there there PRON fis-205 96 10 is be VERB fis-205 96 11 implied imply VERB fis-205 96 12 separation separation NOUN fis-205 96 13 at at ADP fis-205 96 14 the the DET fis-205 96 15 edge edge NOUN fis-205 96 16 of of ADP fis-205 96 17 contact contact NOUN fis-205 96 18 , , PUNCT fis-205 96 19 but but CCONJ fis-205 96 20 closure closure NOUN fis-205 96 21 is be AUX fis-205 96 22 implied imply VERB fis-205 96 23 further far ADV fis-205 96 24 away away ADV fis-205 96 25 from from ADP fis-205 96 26 the the DET fis-205 96 27 contact contact NOUN fis-205 96 28 edge edge NOUN fis-205 96 29 . . PUNCT fis-205 97 1 conversely conversely ADV fis-205 97 2 , , PUNCT fis-205 97 3 when when SCONJ fis-205 97 4 ik ik PROPN fis-205 97 5 and and CCONJ fis-205 97 6 iik iik PROPN fis-205 97 7 are be AUX fis-205 97 8 both both ADV fis-205 97 9 negative negative ADJ fis-205 97 10 , , PUNCT fis-205 97 11 closure closure NOUN fis-205 97 12 is be AUX fis-205 97 13 implied imply VERB fis-205 97 14 at at ADP fis-205 97 15 the the DET fis-205 97 16 edge edge NOUN fis-205 97 17 of of ADP fis-205 97 18 contact contact NOUN fis-205 97 19 , , PUNCT fis-205 97 20 but but CCONJ fis-205 97 21 separation separation NOUN fis-205 97 22 is be AUX fis-205 97 23 implied imply VERB fis-205 97 24 to to PART fis-205 97 25 extend extend VERB fis-205 97 26 from from ADP fis-205 97 27 the the DET fis-205 97 28 interior interior NOUN fis-205 97 29 . . PUNCT fis-205 98 1 it it PRON fis-205 98 2 is be AUX fis-205 98 3 particularly particularly ADV fis-205 98 4 important important ADJ fis-205 98 5 in in ADP fis-205 98 6 the the DET fis-205 98 7 latter latter ADJ fis-205 98 8 case case NOUN fis-205 98 9 , , PUNCT fis-205 98 10 to to PART fis-205 98 11 appreciate appreciate VERB fis-205 98 12 that that SCONJ fis-205 98 13 a a DET fis-205 98 14 state state NOUN fis-205 98 15 of of ADP fis-205 98 16 separation separation NOUN fis-205 98 17 may may AUX fis-205 98 18 not not PART fis-205 98 19 actually actually ADV fis-205 98 20 arise arise VERB fis-205 98 21 because because SCONJ fis-205 98 22 , , PUNCT fis-205 98 23 by by ADP fis-205 98 24 the the DET fis-205 98 25 time time NOUN fis-205 98 26 the the DET fis-205 98 27 mode mode PROPN fis-205 98 28 ii ii PROPN fis-205 98 29 solution solution NOUN fis-205 98 30 dominates dominate VERB fis-205 98 31 the the DET fis-205 98 32 mode mode NOUN fis-205 98 33 i i PRON fis-205 98 34 solution solution NOUN fis-205 98 35 , , PUNCT fis-205 98 36 the the DET fis-205 98 37 next next ADJ fis-205 98 38 term term NOUN fis-205 98 39 in in ADP fis-205 98 40 the the DET fis-205 98 41 series series NOUN fis-205 98 42 , , PUNCT fis-205 98 43 which which PRON fis-205 98 44 has have AUX fis-205 98 45 not not PART fis-205 98 46 been be AUX fis-205 98 47 found find VERB fis-205 98 48 , , PUNCT fis-205 98 49 may may AUX fis-205 98 50 be be AUX fis-205 98 51 important important ADJ fis-205 98 52 . . PUNCT fis-205 99 1 in in ADP fis-205 99 2 any any DET fis-205 99 3 case case NOUN fis-205 99 4 , , PUNCT fis-205 99 5 when when SCONJ fis-205 99 6 the the DET fis-205 99 7 generalised generalise VERB fis-205 99 8 stress stress NOUN fis-205 99 9 intensity intensity NOUN fis-205 99 10 factors factor NOUN fis-205 99 11 take take VERB fis-205 99 12 on on ADP fis-205 99 13 similar similar ADJ fis-205 99 14 signs sign NOUN fis-205 99 15 , , PUNCT fis-205 99 16 the the DET fis-205 99 17 length length NOUN fis-205 99 18 along along ADP fis-205 99 19 the the DET fis-205 99 20 interface interface NOUN fis-205 99 21 at at ADP fis-205 99 22 which which PRON fis-205 99 23 williams william NOUN fis-205 99 24 ' ' PART fis-205 99 25 solution solution NOUN fis-205 99 26 implies imply VERB fis-205 99 27 that that SCONJ fis-205 99 28 the the DET fis-205 99 29 boundary boundary NOUN fis-205 99 30 between between ADP fis-205 99 31 separation separation NOUN fis-205 99 32 and and CCONJ fis-205 99 33 closure closure NOUN fis-205 99 34 lies lie NOUN fis-205 99 35 , , PUNCT fis-205 99 36 based base VERB fis-205 99 37 on on ADP fis-205 99 38 violations violation NOUN fis-205 99 39 of of ADP fis-205 99 40 the the DET fis-205 99 41 condition condition NOUN fis-205 99 42   NOUN fis-205 99 43   PUNCT fis-205 99 44 0p 0p NUM fis-205 99 45 x x NOUN fis-205 99 46   INTJ fis-205 99 47 , , PUNCT fis-205 99 48 is be AUX fis-205 99 49 denoted denote VERB fis-205 99 50 0x 0x NOUN fis-205 99 51 , , PUNCT fis-205 99 52 and and CCONJ fis-205 99 53 is be AUX fis-205 99 54 given give VERB fis-205 99 55 simply simply ADV fis-205 99 56 by by ADP fis-205 99 57 setting set VERB fis-205 99 58   NOUN fis-205 99 59   PUNCT fis-205 99 60 0p 0p NUM fis-205 99 61 x x X fis-205 99 62   NOUN fis-205 99 63 , , PUNCT fis-205 99 64 and and CCONJ fis-205 99 65 solving solve VERB fis-205 99 66 for for ADP fis-205 99 67 the the DET fis-205 99 68 value value NOUN fis-205 99 69 of of ADP fis-205 99 70 0 0 NUM fis-205 99 71 / / SYM fis-205 99 72 x x SYM fis-205 99 73 d d NOUN fis-205 99 74 at at ADP fis-205 99 75 which which PRON fis-205 99 76 this this DET fis-205 99 77 condition condition NOUN fis-205 99 78 is be AUX fis-205 99 79 met meet VERB fis-205 99 80 , , PUNCT fis-205 99 81 which which PRON fis-205 99 82 gives give VERB fis-205 99 83 1 1 NUM fis-205 99 84 0 0 NUM fis-205 99 85 0 0 NUM fis-205 100 1 i i PRON fis-205 100 2 ii ii VERB fis-205 100 3 ii ii INTJ fis-205 101 1 i i NOUN fis-205 101 2 x x PROPN fis-205 101 3 f f PROPN fis-205 101 4 d d X fis-205 101 5 f f PROPN fis-205 101 6   X fis-205 101 7   ADJ fis-205 101 8   NOUN fis-205 101 9   PROPN fis-205 102 1   NOUN fis-205 102 2   VERB fis-205 102 3   PROPN fis-205 102 4   PROPN fis-205 102 5   NOUN fis-205 102 6   NOUN fis-205 102 7   PROPN fis-205 102 8 ( ( PUNCT fis-205 102 9 15 15 NUM fis-205 102 10 ) ) PUNCT fis-205 102 11 note note NOUN fis-205 102 12 that that SCONJ fis-205 102 13 , , PUNCT fis-205 102 14 perhaps perhaps ADV fis-205 102 15 surprisingly surprisingly ADV fis-205 102 16 , , PUNCT fis-205 102 17 when when SCONJ fis-205 102 18 represented represent VERB fis-205 102 19 in in ADP fis-205 102 20 this this DET fis-205 102 21 way way NOUN fis-205 102 22 , , PUNCT fis-205 102 23 the the DET fis-205 102 24 strength strength NOUN fis-205 102 25 of of ADP fis-205 102 26 the the DET fis-205 102 27 remote remote ADJ fis-205 102 28 loading loading NOUN fis-205 102 29 0 0 NUM fis-205 102 30 g g NOUN fis-205 102 31 , , PUNCT fis-205 102 32 does do AUX fis-205 102 33 not not PART fis-205 102 34 influence influence VERB fis-205 102 35 the the DET fis-205 102 36 position position NOUN fis-205 102 37 of of ADP fis-205 102 38 the the DET fis-205 102 39 boundary boundary NOUN fis-205 102 40 between between ADP fis-205 102 41 separation separation NOUN fis-205 102 42 and and CCONJ fis-205 102 43 closure closure NOUN fis-205 102 44 0x 0x NOUN fis-205 102 45 , , PUNCT fis-205 102 46 if if SCONJ fis-205 102 47 normalised normalise VERB fis-205 102 48 by by ADP fis-205 102 49 0d 0d X fis-205 102 50 . . PUNCT fis-205 103 1 also also ADV fis-205 103 2 , , PUNCT fis-205 103 3 note note VERB fis-205 103 4 that that SCONJ fis-205 103 5 , , PUNCT fis-205 103 6 for for ADP fis-205 103 7 remote remote ADJ fis-205 103 8 loading loading NOUN fis-205 103 9 that that PRON fis-205 103 10 results result VERB fis-205 103 11 in in ADP fis-205 103 12 ik ik PROPN fis-205 103 13 and and CCONJ fis-205 103 14 iik iik VERB fis-205 103 15 taking take VERB fis-205 103 16 on on ADP fis-205 103 17 opposing opposing ADJ fis-205 103 18 signs sign NOUN fis-205 103 19 , , PUNCT fis-205 103 20 williams williams PROPN fis-205 103 21 ' ' PART fis-205 103 22 solution solution NOUN fis-205 103 23 implies imply VERB fis-205 103 24 no no DET fis-205 103 25 change change NOUN fis-205 103 26 in in ADP fis-205 103 27 sign sign NOUN fis-205 103 28 of of ADP fis-205 103 29 the the DET fis-205 103 30 direct direct ADJ fis-205 103 31 traction traction NOUN fis-205 103 32 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 103 33 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 103 34 d. d. PROPN fis-205 103 35 a. a. PROPN fis-205 103 36 hills hills PROPN fis-205 103 37 et et PROPN fis-205 103 38 alii alii PROPN fis-205 103 39 , , PUNCT fis-205 103 40 frattura frattura PROPN fis-205 103 41 ed ed PROPN fis-205 103 42 integrità integrità PROPN fis-205 103 43 strutturale strutturale PROPN fis-205 103 44 , , PUNCT fis-205 103 45 25 25 NUM fis-205 103 46 ( ( PUNCT fis-205 103 47 2013 2013 NUM fis-205 103 48 ) ) PUNCT fis-205 103 49 27 27 NUM fis-205 103 50 - - SYM fis-205 103 51 35 35 NUM fis-205 103 52 ; ; PUNCT fis-205 103 53 doi doi NOUN fis-205 103 54 : : PUNCT fis-205 103 55 10.3221 10.3221 NUM fis-205 103 56 / / SYM fis-205 103 57 igf igf PROPN fis-205 103 58 - - PUNCT fis-205 103 59 esis.25.05 esis.25.05 ADJ fis-205 103 60 30 30 NUM fis-205 103 61   NOUN fis-205 103 62 p p NOUN fis-205 103 63 x x X fis-205 103 64 . . PUNCT fis-205 104 1 thus thus ADV fis-205 104 2 , , PUNCT fis-205 104 3 when when SCONJ fis-205 104 4 ik ik PROPN fis-205 104 5 is be AUX fis-205 104 6 negative negative ADJ fis-205 104 7 and and CCONJ fis-205 104 8 iik iik PROPN fis-205 104 9 is be AUX fis-205 104 10 positive positive ADJ fis-205 104 11 , , PUNCT fis-205 104 12 closure closure NOUN fis-205 104 13 is be AUX fis-205 104 14 implied imply VERB fis-205 104 15 in in ADP fis-205 104 16 both both DET fis-205 104 17 mode mode NOUN fis-205 104 18 i i PRON fis-205 104 19 and and CCONJ fis-205 104 20 mode mode PROPN fis-205 104 21 ii ii PROPN fis-205 104 22 regions region NOUN fis-205 104 23 . . PUNCT fis-205 105 1 conversely conversely ADV fis-205 105 2 , , PUNCT fis-205 105 3 when when SCONJ fis-205 105 4 ik ik PROPN fis-205 105 5 is be AUX fis-205 105 6 positive positive ADJ fis-205 105 7 and and CCONJ fis-205 105 8 iik iik PROPN fis-205 105 9 is be AUX fis-205 105 10 negative negative ADJ fis-205 105 11 , , PUNCT fis-205 105 12 williams williams PROPN fis-205 105 13 ' ' PART fis-205 105 14 solution solution NOUN fis-205 105 15 implies imply VERB fis-205 105 16 separation separation NOUN fis-205 105 17 throughout throughout ADP fis-205 105 18 the the DET fis-205 105 19 whole whole NOUN fis-205 105 20 of of ADP fis-205 105 21 the the DET fis-205 105 22 region region NOUN fis-205 105 23 controlled control VERB fis-205 105 24 by by ADP fis-205 105 25 the the DET fis-205 105 26 asymptote asymptote NOUN fis-205 105 27 . . PUNCT fis-205 106 1 this this DET fis-205 106 2 implication implication NOUN fis-205 106 3 of of ADP fis-205 106 4 gross gross ADJ fis-205 106 5 separation separation NOUN fis-205 106 6 means mean VERB fis-205 106 7 that that SCONJ fis-205 106 8 williams william NOUN fis-205 106 9 ' ' PART fis-205 106 10 solution solution NOUN fis-205 106 11 can can AUX fis-205 106 12 not not PART fis-205 106 13 yield yield VERB fis-205 106 14 any any DET fis-205 106 15 further further ADJ fis-205 106 16 characterisation characterisation NOUN fis-205 106 17 of of ADP fis-205 106 18 contact contact NOUN fis-205 106 19 edge edge NOUN fis-205 106 20 behaviour behaviour NOUN fis-205 106 21 , , PUNCT fis-205 106 22 therefore therefore ADV fis-205 106 23 we we PRON fis-205 106 24 do do AUX fis-205 106 25 not not PART fis-205 106 26 consider consider VERB fis-205 106 27 this this DET fis-205 106 28 case case NOUN fis-205 106 29 in in ADP fis-205 106 30 the the DET fis-205 106 31 subsequent subsequent ADJ fis-205 106 32 analysis analysis NOUN fis-205 106 33 . . PUNCT fis-205 107 1 regions region NOUN fis-205 107 2 of of ADP fis-205 107 3 frictional frictional ADJ fis-205 107 4 slip slip NOUN fis-205 107 5 o o NOUN fis-205 107 6 estimate estimate NOUN fis-205 107 7 the the DET fis-205 107 8 implied imply VERB fis-205 107 9 extent extent NOUN fis-205 107 10 of of ADP fis-205 107 11 slip slip NOUN fis-205 107 12 , , PUNCT fis-205 107 13 based base VERB fis-205 107 14 on on ADP fis-205 107 15 violations violation NOUN fis-205 107 16 of of ADP fis-205 107 17 the the DET fis-205 107 18 slip slip NOUN fis-205 107 19 condition condition NOUN fis-205 107 20 , , PUNCT fis-205 107 21 the the DET fis-205 107 22 adhered adhere VERB fis-205 107 23 interfacial interfacial ADJ fis-205 107 24 tractions traction NOUN fis-205 107 25 must must AUX fis-205 107 26 be be AUX fis-205 107 27 substituted substitute VERB fis-205 107 28 into into ADP fis-205 107 29 the the DET fis-205 107 30 slip slip NOUN fis-205 107 31 condition condition NOUN fis-205 107 32   NOUN fis-205 107 33   SYM fis-205 107 34   NOUN fis-205 107 35 q q PUNCT fis-205 108 1 x x X fis-205 108 2 fp fp X fis-205 108 3 x x PUNCT fis-205 108 4   PROPN fis-205 108 5 , , PUNCT fis-205 108 6 where where SCONJ fis-205 108 7 f f PROPN fis-205 108 8 is be AUX fis-205 108 9 the the DET fis-205 108 10 coefficient coefficient NOUN fis-205 108 11 of of ADP fis-205 108 12 friction friction NOUN fis-205 108 13 . . PUNCT fis-205 109 1 this this DET fis-205 109 2 calculation calculation NOUN fis-205 109 3 reveals reveal VERB fis-205 109 4 the the DET fis-205 109 5 position position NOUN fis-205 109 6 of of ADP fis-205 109 7 all all DET fis-205 109 8 the the DET fis-205 109 9 implied imply VERB fis-205 109 10 boundaries boundary NOUN fis-205 109 11 between between ADP fis-205 109 12 stick stick NOUN fis-205 109 13 and and CCONJ fis-205 109 14 slip slip VERB fis-205 109 15 within within ADP fis-205 109 16 the the DET fis-205 109 17 edge edge NOUN fis-205 109 18 region region NOUN fis-205 109 19 controlled control VERB fis-205 109 20 by by ADP fis-205 109 21 the the DET fis-205 109 22 asymptote asymptote NOUN fis-205 109 23 , , PUNCT fis-205 109 24 where where SCONJ fis-205 109 25 we we PRON fis-205 109 26 denote denote VERB fis-205 109 27 the the DET fis-205 109 28 distance distance NOUN fis-205 109 29 from from ADP fis-205 109 30 the the DET fis-205 109 31 corner corner NOUN fis-205 109 32 to to ADP fis-205 109 33 any any DET fis-205 109 34 point point NOUN fis-205 109 35 at at ADP fis-205 109 36 which which PRON fis-205 109 37 slip slip NOUN fis-205 109 38 condition condition NOUN fis-205 109 39 is be AUX fis-205 109 40 just just ADV fis-205 109 41 met meet VERB fis-205 109 42 as as ADP fis-205 109 43 sx sx PROPN fis-205 109 44 . . PUNCT fis-205 110 1 for for ADP fis-205 110 2 simplicity simplicity NOUN fis-205 110 3 , , PUNCT fis-205 110 4 we we PRON fis-205 110 5 begin begin VERB fis-205 110 6 by by ADP fis-205 110 7 considering consider VERB fis-205 110 8 the the DET fis-205 110 9 case case NOUN fis-205 110 10 when when SCONJ fis-205 110 11 ik ik PROPN fis-205 110 12 and and CCONJ fis-205 110 13 iik iik PROPN fis-205 110 14 are be AUX fis-205 110 15 both both ADV fis-205 110 16 positive positive ADJ fis-205 110 17 , , PUNCT fis-205 110 18 such such ADJ fis-205 110 19 that that SCONJ fis-205 110 20 a a DET fis-205 110 21 small small ADJ fis-205 110 22 region region NOUN fis-205 110 23 of of ADP fis-205 110 24 edge edge NOUN fis-205 110 25 separation separation NOUN fis-205 110 26 is be AUX fis-205 110 27 implied imply VERB fis-205 110 28 , , PUNCT fis-205 110 29 with with ADP fis-205 110 30 an an DET fis-205 110 31 adjacent adjacent ADJ fis-205 110 32 slip slip NOUN fis-205 110 33 region region NOUN fis-205 110 34 . . PUNCT fis-205 111 1 explicitly explicitly ADV fis-205 111 2 , , PUNCT fis-205 111 3 the the DET fis-205 111 4 slip slip NOUN fis-205 111 5 extent extent NOUN fis-205 111 6 , , PUNCT fis-205 111 7 0 0 PUNCT fis-205 111 8 / / SYM fis-205 111 9 x x SYM fis-205 111 10 d d NOUN fis-205 111 11 , , PUNCT fis-205 111 12 is be AUX fis-205 111 13 given give VERB fis-205 111 14 by by ADP fis-205 111 15 1 1 NUM fis-205 111 16 0 0 NUM fis-205 112 1 i i PRON fis-205 112 2 ii ii PROPN fis-205 112 3 ii ii PROPN fis-205 112 4 ii ii PROPN fis-205 112 5 s s PART fis-205 112 6 r r NOUN fis-205 113 1 i i PRON fis-205 114 1 i i PRON fis-205 115 1 r r VERB fis-205 115 2 x x PUNCT fis-205 116 1 f f NOUN fis-205 116 2 f f NOUN fis-205 117 1 f f PROPN fis-205 117 2 d d X fis-205 117 3 f f PROPN fis-205 117 4 f f PROPN fis-205 117 5 f f PROPN fis-205 117 6   X fis-205 117 7   ADJ fis-205 117 8   PROPN fis-205 117 9   PROPN fis-205 117 10   PROPN fis-205 117 11   PROPN fis-205 117 12   VERB fis-205 117 13   PROPN fis-205 117 14   PROPN fis-205 117 15   NUM fis-205 117 16   PROPN fis-205 117 17   NOUN fis-205 117 18   PRON fis-205 117 19   PROPN fis-205 117 20 ( ( PUNCT fis-205 117 21 16 16 NUM fis-205 117 22 ) ) PUNCT fis-205 117 23 plots plot NOUN fis-205 117 24 of of ADP fis-205 117 25 the the DET fis-205 117 26 implied imply VERB fis-205 117 27 slip slip NOUN fis-205 117 28 extent extent NOUN fis-205 117 29 ( ( PUNCT fis-205 117 30 from from ADP fis-205 117 31 eq eq ADP fis-205 117 32 . . PUNCT fis-205 118 1 ( ( PUNCT fis-205 118 2 16 16 NUM fis-205 118 3 ) ) PUNCT fis-205 118 4 ) ) PUNCT fis-205 118 5 as as ADV fis-205 118 6 well well ADV fis-205 118 7 as as ADP fis-205 118 8 a a DET fis-205 118 9 line line NOUN fis-205 118 10 showing show VERB fis-205 118 11 the the DET fis-205 118 12 implied imply VERB fis-205 118 13 separated separate VERB fis-205 118 14 region region NOUN fis-205 118 15 ( ( PUNCT fis-205 118 16 from from ADP fis-205 118 17 eq eq ADP fis-205 118 18 . . PUNCT fis-205 119 1 ( ( PUNCT fis-205 119 2 15 15 NUM fis-205 119 3 ) ) PUNCT fis-205 119 4 ) ) PUNCT fis-205 119 5 , , PUNCT fis-205 119 6 for for ADP fis-205 119 7 the the DET fis-205 119 8 case case NOUN fis-205 119 9 when when SCONJ fis-205 119 10 ik ik PROPN fis-205 119 11 and and CCONJ fis-205 119 12 iik iik PROPN fis-205 119 13 are be AUX fis-205 119 14 both both ADV fis-205 119 15 positive positive ADJ fis-205 119 16 , , PUNCT fis-205 119 17 are be AUX fis-205 119 18 shown show VERB fis-205 119 19 in in ADP fis-205 119 20 fig fig NOUN fis-205 119 21 . . PUNCT fis-205 120 1 2 2 NUM fis-205 120 2 , , PUNCT fis-205 120 3 for for SCONJ fis-205 120 4 three three NUM fis-205 120 5 sample sample NOUN fis-205 120 6 punch punch NOUN fis-205 120 7 angles angle VERB fis-205 120 8   PROPN fis-205 121 1 60 60 PROPN fis-205 121 2 , , PUNCT fis-205 121 3 90 90 NUM fis-205 121 4 , , PUNCT fis-205 121 5 120 120 NUM fis-205 121 6   NUM fis-205 121 7   PROPN fis-205 121 8   X fis-205 121 9   NOUN fis-205 121 10 . . PUNCT fis-205 122 1 figure figure VERB fis-205 122 2 2 2 NUM fis-205 122 3 : : PUNCT fis-205 122 4 plots plot NOUN fis-205 122 5 of of ADP fis-205 122 6 the the DET fis-205 122 7 implied imply VERB fis-205 122 8 regions region NOUN fis-205 122 9 of of ADP fis-205 122 10 slip slip NOUN fis-205 122 11 , , PUNCT fis-205 122 12 stick stick NOUN fis-205 122 13 , , PUNCT fis-205 122 14 and and CCONJ fis-205 122 15 separation separation NOUN fis-205 122 16 , , PUNCT fis-205 122 17 when when SCONJ fis-205 122 18 both both DET fis-205 122 19 ik ik PROPN fis-205 122 20 and and CCONJ fis-205 122 21 iik iik PROPN fis-205 122 22 are be AUX fis-205 122 23 positive positive ADJ fis-205 122 24 , , PUNCT fis-205 122 25 for for SCONJ fis-205 122 26 punch punch VERB fis-205 122 27 angles angle NOUN fis-205 122 28 of of ADP fis-205 122 29   PROPN fis-205 122 30 60 60 PROPN fis-205 122 31 , , PUNCT fis-205 122 32 90 90 NUM fis-205 122 33 , , PUNCT fis-205 122 34 120 120 NUM fis-205 122 35   NUM fis-205 122 36   PROPN fis-205 122 37   X fis-205 122 38   NOUN fis-205 122 39 , , PUNCT fis-205 122 40 where where SCONJ fis-205 122 41 the the DET fis-205 122 42 black black ADJ fis-205 122 43 line line NOUN fis-205 122 44 denotes denote VERB fis-205 122 45 the the DET fis-205 122 46 boundary boundary NOUN fis-205 122 47 between between ADP fis-205 122 48 closure closure NOUN fis-205 122 49 and and CCONJ fis-205 122 50 separation separation NOUN fis-205 122 51 , , PUNCT fis-205 122 52 the the DET fis-205 122 53 red red ADJ fis-205 122 54 line line NOUN fis-205 122 55 the the DET fis-205 122 56 position position NOUN fis-205 122 57 at at ADP fis-205 122 58 which which PRON fis-205 122 59 the the DET fis-205 122 60   NOUN fis-205 122 61   PROPN fis-205 122 62   NOUN fis-205 122 63   PROPN fis-205 122 64     SPACE fis-205 122 65 q q NOUN fis-205 123 1 x x PROPN fis-205 123 2 fp fp PROPN fis-205 123 3 x x PROPN fis-205 123 4   ADJ fis-205 123 5 condition condition NOUN fis-205 123 6 is be AUX fis-205 123 7 met meet VERB fis-205 123 8 , , PUNCT fis-205 123 9 and and CCONJ fis-205 123 10 the the DET fis-205 123 11 blue blue ADJ fis-205 123 12 line line NOUN fis-205 123 13 the the DET fis-205 123 14 position position NOUN fis-205 123 15 at at ADP fis-205 123 16 which which PRON fis-205 123 17 the the DET fis-205 123 18   NOUN fis-205 123 19   PROPN fis-205 123 20   NOUN fis-205 123 21   PROPN fis-205 123 22     SPACE fis-205 123 23 q q NOUN fis-205 124 1 x x X fis-205 124 2 fp fp X fis-205 124 3 x x PROPN fis-205 124 4   NOUN fis-205 124 5 condition condition NOUN fis-205 124 6 is be AUX fis-205 124 7 met meet VERB fis-205 124 8 . . PUNCT fis-205 125 1 for for ADP fis-205 125 2 the the DET fis-205 125 3 case case NOUN fis-205 125 4 when when SCONJ fis-205 125 5 the the DET fis-205 125 6 remote remote ADJ fis-205 125 7 loads load NOUN fis-205 125 8 excite excite VERB fis-205 125 9 stresses stress NOUN fis-205 125 10 that that PRON fis-205 125 11 result result VERB fis-205 125 12 in in ADP fis-205 125 13 a a DET fis-205 125 14 negative negative ADJ fis-205 125 15 ik ik PROPN fis-205 125 16 and and CCONJ fis-205 125 17 a a DET fis-205 125 18 positive positive ADJ fis-205 125 19 iik iik NOUN fis-205 125 20 , , PUNCT fis-205 125 21 the the DET fis-205 125 22 parameters parameter NOUN fis-205 125 23 0d 0d X fis-205 125 24 and and CCONJ fis-205 125 25 0 0 NUM fis-205 125 26 g g NOUN fis-205 125 27 must must AUX fis-205 125 28 be be AUX fis-205 125 29 defined define VERB fis-205 125 30 differently differently ADV fis-205 125 31 from from ADP fis-205 125 32 eq eq PROPN fis-205 125 33 . . PUNCT fis-205 126 1 ( ( PUNCT fis-205 126 2 11 11 NUM fis-205 126 3 ) ) PUNCT fis-205 126 4 , , PUNCT fis-205 126 5 to to PART fis-205 126 6 avoid avoid VERB fis-205 126 7 raising raise VERB fis-205 126 8 a a DET fis-205 126 9 negative negative ADJ fis-205 126 10 number number NOUN fis-205 126 11 to to ADP fis-205 126 12 a a DET fis-205 126 13 fractional fractional ADJ fis-205 126 14 power power NOUN fis-205 126 15 . . PUNCT fis-205 127 1 thus thus ADV fis-205 127 2 , , PUNCT fis-205 127 3 we we PRON fis-205 127 4 define define VERB fis-205 127 5 a a DET fis-205 127 6 new new ADJ fis-205 127 7 parameter parameter NOUN fis-205 127 8 n n PROPN fis-205 127 9 nk nk PROPN fis-205 127 10 k k PROPN fis-205 127 11   PROPN fis-205 127 12 , , PUNCT fis-205 127 13 and and CCONJ fis-205 127 14 substitute substitute VERB fis-205 127 15 it it PRON fis-205 127 16 in in ADP fis-205 127 17 place place NOUN fis-205 127 18 of of ADP fis-205 127 19 the the DET fis-205 127 20 negative negative ADJ fis-205 127 21 stress stress NOUN fis-205 127 22 intensity intensity NOUN fis-205 127 23 factor factor NOUN fis-205 127 24 , , PUNCT fis-205 127 25 so so SCONJ fis-205 127 26 that that SCONJ fis-205 127 27 , , PUNCT fis-205 127 28 for for ADP fis-205 127 29 example example NOUN fis-205 127 30 when when SCONJ fis-205 127 31 ik ik PROPN fis-205 127 32 is be AUX fis-205 127 33 negative negative ADJ fis-205 127 34 and and CCONJ fis-205 127 35 iik iik PROPN fis-205 127 36 is be AUX fis-205 127 37 positive positive ADJ fis-205 127 38 we we PRON fis-205 127 39 have have VERB fis-205 127 40 stick stick NOUN fis-205 127 41 slip slip NOUN fis-205 127 42 + + CCONJ fis-205 127 43 slip slip NOUN fis-205 127 44 separation separation NOUN fis-205 127 45 60 60 NUM fis-205 127 46 ° ° NUM fis-205 127 47 punch punch NOUN fis-205 127 48 ki ki PROPN fis-205 127 49 , , PUNCT fis-205 127 50   PROPN fis-205 127 51 kii kii PROPN fis-205 127 52 0.5 0.5 NUM fis-205 127 53 1.0 1.0 NUM fis-205 127 54 1.5 1.5 NUM fis-205 127 55 2.0 2.0 NUM fis-205 127 56 2.5 2.5 NUM fis-205 127 57 3.0 3.0 NUM fis-205 127 58 3.5 3.5 NUM fis-205 127 59 xs xs NOUN fis-205 127 60 d0 d0 PROPN fis-205 127 61 0.2 0.2 NUM fis-205 127 62 0.4 0.4 NUM fis-205 127 63 0.6 0.6 NUM fis-205 127 64 0.8 0.8 NUM fis-205 127 65 1.0 1.0 NUM fis-205 127 66 1.2 1.2 NUM fis-205 127 67 1.4 1.4 NUM fis-205 127 68 f f NOUN fis-205 127 69 90 90 NUM fis-205 127 70 ° ° PROPN fis-205 127 71 punch punch NOUN fis-205 127 72 stick stick NOUN fis-205 127 73 + + CCONJ fis-205 127 74 slip slip NOUN fis-205 127 75 separation separation NOUN fis-205 127 76 ki ki PROPN fis-205 127 77 , , PUNCT fis-205 127 78   ADV fis-205 127 79 kii kii PROPN fis-205 127 80 1 1 NUM fis-205 127 81 2 2 NUM fis-205 127 82 3 3 NUM fis-205 127 83 4 4 NUM fis-205 127 84 xs xs NOUN fis-205 127 85 d0 d0 PROPN fis-205 127 86 0.2 0.2 NUM fis-205 127 87 0.4 0.4 NUM fis-205 127 88 0.6 0.6 NUM fis-205 127 89 0.8 0.8 NUM fis-205 127 90 1.0 1.0 NUM fis-205 127 91 1.2 1.2 NUM fis-205 127 92 1.4 1.4 NUM fis-205 127 93 f f PROPN fis-205 127 94 120 120 NUM fis-205 127 95 ° ° NOUN fis-205 128 1 punch punch NOUN fis-205 129 1 ki ki PROPN fis-205 129 2 , , PUNCT fis-205 129 3   ADV fis-205 129 4 kii kii PROPN fis-205 130 1 + + CCONJ fis-205 130 2 slipseparation slipseparation NOUN fis-205 130 3 0.5 0.5 NUM fis-205 130 4 1.0 1.0 NUM fis-205 130 5 1.5 1.5 NUM fis-205 130 6 2.0 2.0 NUM fis-205 130 7 2.5 2.5 NUM fis-205 130 8 xs xs NOUN fis-205 130 9 d0 d0 PROPN fis-205 130 10 0.2 0.2 NUM fis-205 130 11 0.4 0.4 NUM fis-205 130 12 0.6 0.6 NUM fis-205 130 13 0.8 0.8 NUM fis-205 130 14 1.0 1.0 NUM fis-205 130 15 1.2 1.2 NUM fis-205 130 16 1.4 1.4 NUM fis-205 130 17 f f PROPN fis-205 130 18 t t PROPN fis-205 130 19 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 130 20 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 130 21 d. d. PROPN fis-205 130 22 a. a. PROPN fis-205 130 23 hills hills PROPN fis-205 130 24 et et PROPN fis-205 130 25 aliii aliii NOUN fis-205 130 26 , , PUNCT fis-205 130 27 frattura frattura PROPN fis-205 130 28 ed ed PROPN fis-205 130 29 integrità integrità PROPN fis-205 130 30 strutturale strutturale PROPN fis-205 130 31 , , PUNCT fis-205 130 32 25 25 NUM fis-205 130 33 ( ( PUNCT fis-205 130 34 2013 2013 NUM fis-205 130 35 ) ) PUNCT fis-205 130 36 27 27 NUM fis-205 130 37 - - SYM fis-205 130 38 35 35 NUM fis-205 130 39 ; ; PUNCT fis-205 130 40 doi doi NOUN fis-205 130 41 : : PUNCT fis-205 130 42 10.3221 10.3221 NUM fis-205 130 43 / / SYM fis-205 130 44 igf igf PROPN fis-205 130 45 - - PUNCT fis-205 130 46 esis.25.05 esis.25.05 PROPN fis-205 130 47 31 31 NUM fis-205 130 48 1 1 NUM fis-205 130 49 0 0 NUM fis-205 130 50         SPACE fis-205 131 1 i i PRON fis-205 131 2 iiii iiii VERB fis-205 132 1 i i PRON fis-205 132 2 k k PROPN fis-205 133 1 d d X fis-205 133 2 k k PROPN fis-205 133 3   X fis-205 133 4   X fis-205 133 5   X fis-205 133 6   PROPN fis-205 133 7   NOUN fis-205 133 8   NOUN fis-205 133 9   NOUN fis-205 133 10   PROPN fis-205 133 11 , , PUNCT fis-205 133 12 1 1 NUM fis-205 133 13 1 1 NUM fis-205 133 14 0 0 NUM fis-205 133 15         SPACE fis-205 133 16 ii ii NOUN fis-205 134 1 i i NOUN fis-205 134 2 ii ii VERB fis-205 135 1 i i PRON fis-205 135 2 i i PRON fis-205 135 3 ii ii VERB fis-205 136 1 i i PRON fis-205 136 2 iig iig PROPN fis-205 136 3 k k PROPN fis-205 136 4 k k PROPN fis-205 136 5   X fis-205 136 6   ADJ fis-205 136 7   ADJ fis-205 136 8   ADJ fis-205 136 9   ADJ fis-205 136 10   ADJ fis-205 136 11   PROPN fis-205 136 12   PROPN fis-205 136 13   PROPN fis-205 136 14   PROPN fis-205 136 15 ( ( PUNCT fis-205 136 16 17 17 NUM fis-205 136 17 ) ) PUNCT fis-205 136 18 for for ADP fis-205 136 19 this this DET fis-205 136 20 case case NOUN fis-205 136 21 , , PUNCT fis-205 136 22 the the DET fis-205 136 23 stresses stress NOUN fis-205 136 24 , , PUNCT fis-205 136 25 instead instead ADV fis-205 136 26 of of ADP fis-205 136 27 being be AUX fis-205 136 28 given give VERB fis-205 136 29 by by ADP fis-205 136 30 eq eq PROPN fis-205 136 31 . . PUNCT fis-205 137 1 ( ( PUNCT fis-205 137 2 12 12 NUM fis-205 137 3 ) ) PUNCT fis-205 137 4 , , PUNCT fis-205 137 5 are be AUX fis-205 137 6 instead instead ADV fis-205 137 7 given give VERB fis-205 137 8 by by ADP fis-205 137 9   NOUN fis-205 137 10   PROPN fis-205 137 11   NOUN fis-205 138 1   PUNCT fis-205 138 2   NOUN fis-205 138 3   PUNCT fis-205 138 4 1 1 NUM fis-205 138 5     SPACE fis-205 138 6 1 1 NUM fis-205 138 7     SPACE fis-205 138 8 0 0 NUM fis-205 138 9 0 0 NUM fis-205 138 10 0 0 NUM fis-205 138 11 , , PUNCT fis-205 138 12 i i PRON fis-205 138 13 ii ii VERB fis-205 139 1 ij ij INTJ fis-205 139 2 i i NOUN fis-205 139 3 ii ii PROPN fis-205 140 1 ij ij INTJ fis-205 140 2 ij ij INTJ fis-205 141 1 r r NOUN fis-205 141 2 r r NOUN fis-205 141 3 r r NOUN fis-205 141 4 f f NOUN fis-205 141 5 f f NOUN fis-205 141 6 g g PROPN fis-205 141 7 d d PROPN fis-205 141 8 d d PROPN fis-205 141 9   X fis-205 142 1   PROPN fis-205 142 2   PROPN fis-205 142 3   PROPN fis-205 142 4   PROPN fis-205 142 5   PROPN fis-205 142 6   PROPN fis-205 142 7   NOUN fis-205 142 8   PROPN fis-205 142 9   NOUN fis-205 142 10   PROPN fis-205 142 11   PROPN fis-205 142 12   PROPN fis-205 142 13   PROPN fis-205 142 14   PROPN fis-205 143 1   PROPN fis-205 143 2   PROPN fis-205 144 1   PROPN fis-205 144 2   PROPN fis-205 144 3   PROPN fis-205 144 4   NOUN fis-205 144 5 ( ( PUNCT fis-205 144 6 18 18 NUM fis-205 144 7 ) ) PUNCT fis-205 145 1 so so SCONJ fis-205 145 2 that that SCONJ fis-205 145 3 the the DET fis-205 145 4 direct direct ADJ fis-205 145 5   PROPN fis-205 145 6 p p NOUN fis-205 145 7 x x SYM fis-205 145 8 , , PUNCT fis-205 145 9 and and CCONJ fis-205 145 10 shearing shear VERB fis-205 145 11   NOUN fis-205 145 12 q q PROPN fis-205 146 1 x x PRON fis-205 146 2 , , PUNCT fis-205 146 3 are be AUX fis-205 146 4 given give VERB fis-205 146 5 by by ADP fis-205 146 6   NOUN fis-205 146 7   PROPN fis-205 146 8   NOUN fis-205 146 9   PUNCT fis-205 146 10 1 1 NUM fis-205 146 11     SPACE fis-205 146 12 1 1 NUM fis-205 146 13     SPACE fis-205 146 14 0 0 NUM fis-205 146 15 0 0 NUM fis-205 146 16 0 0 NUM fis-205 146 17 0 0 NUM fis-205 146 18 , , PUNCT fis-205 146 19 i i PRON fis-205 146 20 ii ii VERB fis-205 146 21 int int NOUN fis-205 147 1 i i PRON fis-205 147 2 iirp iirp VERB fis-205 147 3 x x PUNCT fis-205 148 1 x x PUNCT fis-205 148 2 x x PUNCT fis-205 148 3 f f NOUN fis-205 148 4 f f NOUN fis-205 148 5 g g PROPN fis-205 148 6 g g PROPN fis-205 148 7 d d PROPN fis-205 148 8 d d PROPN fis-205 148 9   X fis-205 148 10   ADJ fis-205 148 11   NOUN fis-205 148 12   PROPN fis-205 148 13   PUNCT fis-205 149 1   X fis-205 149 2   X fis-205 149 3   PROPN fis-205 149 4   PROPN fis-205 149 5   NOUN fis-205 149 6   PROPN fis-205 149 7   NOUN fis-205 149 8   PROPN fis-205 150 1   PROPN fis-205 150 2   PROPN fis-205 150 3   PROPN fis-205 150 4   PROPN fis-205 150 5   PROPN fis-205 151 1   PROPN fis-205 151 2   PROPN fis-205 152 1   PROPN fis-205 152 2   PROPN fis-205 152 3   PROPN fis-205 152 4   NOUN fis-205 152 5 ( ( PUNCT fis-205 152 6 19 19 NUM fis-205 152 7 ) ) PUNCT fis-205 152 8   NOUN fis-205 152 9   PUNCT fis-205 152 10   NOUN fis-205 152 11   PUNCT fis-205 152 12 1 1 NUM fis-205 152 13     SPACE fis-205 152 14 1 1 NUM fis-205 152 15     SPACE fis-205 152 16 0 0 NUM fis-205 152 17 0 0 NUM fis-205 152 18 0 0 NUM fis-205 152 19 0 0 NUM fis-205 152 20 , , PUNCT fis-205 152 21 i i PRON fis-205 152 22 ii ii VERB fis-205 152 23 r r NOUN fis-205 152 24 int int NOUN fis-205 153 1 i i NOUN fis-205 153 2 ii ii VERB fis-205 153 3 r r NOUN fis-205 153 4 r r NOUN fis-205 153 5 rq rq NOUN fis-205 153 6 x x PUNCT fis-205 153 7 x x PUNCT fis-205 153 8 x x PUNCT fis-205 154 1 f f NOUN fis-205 154 2 f f NOUN fis-205 154 3 g g PROPN fis-205 154 4 g g PROPN fis-205 154 5 d d PROPN fis-205 154 6 d d PROPN fis-205 154 7   X fis-205 154 8   ADJ fis-205 154 9   PROPN fis-205 154 10   PROPN fis-205 154 11   PROPN fis-205 154 12   PROPN fis-205 154 13   PROPN fis-205 155 1   PROPN fis-205 155 2   PROPN fis-205 155 3   NOUN fis-205 155 4   PROPN fis-205 155 5   NOUN fis-205 155 6   PROPN fis-205 155 7   PROPN fis-205 155 8   NUM fis-205 155 9   PROPN fis-205 155 10   PROPN fis-205 155 11   PROPN fis-205 156 1   PROPN fis-205 156 2   PROPN fis-205 157 1   PROPN fis-205 157 2   PROPN fis-205 157 3   PROPN fis-205 157 4   NOUN fis-205 157 5 ( ( PUNCT fis-205 157 6 20 20 NUM fis-205 157 7 ) ) PUNCT fis-205 157 8 when when SCONJ fis-205 157 9 ik ik PROPN fis-205 157 10 is be AUX fis-205 157 11 negative negative ADJ fis-205 157 12 and and CCONJ fis-205 157 13 iik iik PROPN fis-205 157 14 is be AUX fis-205 157 15 positive positive ADJ fis-205 157 16 , , PUNCT fis-205 157 17 closure closure NOUN fis-205 157 18 is be AUX fis-205 157 19 implied imply VERB fis-205 157 20 through through ADP fis-205 157 21 the the DET fis-205 157 22 asymptotic asymptotic ADJ fis-205 157 23 region region NOUN fis-205 157 24 . . PUNCT fis-205 158 1 however however ADV fis-205 158 2 , , PUNCT fis-205 158 3 depending depend VERB fis-205 158 4 on on ADP fis-205 158 5 the the DET fis-205 158 6 punch punch NOUN fis-205 158 7 angle angle NOUN fis-205 158 8 , , PUNCT fis-205 158 9   NOUN fis-205 158 10 , , PUNCT fis-205 158 11 and and CCONJ fis-205 158 12 the the DET fis-205 158 13 coefficient coefficient NOUN fis-205 158 14 of of ADP fis-205 158 15 friction friction NOUN fis-205 158 16 , , PUNCT fis-205 158 17 f f X fis-205 158 18 , , PUNCT fis-205 158 19 various various ADJ fis-205 158 20 slip slip NOUN fis-205 158 21 regions region NOUN fis-205 158 22 are be AUX fis-205 158 23 implied imply VERB fis-205 158 24 at at ADP fis-205 158 25 the the DET fis-205 158 26 edge edge NOUN fis-205 158 27 and/or and/or CCONJ fis-205 158 28 interior interior NOUN fis-205 158 29 of of ADP fis-205 158 30 the the DET fis-205 158 31 contact contact NOUN fis-205 158 32 . . PUNCT fis-205 159 1 to to PART fis-205 159 2 compute compute VERB fis-205 159 3 the the DET fis-205 159 4 implied imply VERB fis-205 159 5 slip slip NOUN fis-205 159 6 extents extent NOUN fis-205 159 7 we we PRON fis-205 159 8 substitute substitute VERB fis-205 159 9 eq eq ADP fis-205 159 10 . . PUNCT fis-205 160 1 ( ( PUNCT fis-205 160 2 19 19 NUM fis-205 160 3 ) ) PUNCT fis-205 160 4 and and CCONJ fis-205 160 5 ( ( PUNCT fis-205 160 6 20 20 NUM fis-205 160 7 ) ) PUNCT fis-205 160 8 into into ADP fis-205 160 9 the the DET fis-205 160 10 slip slip NOUN fis-205 160 11 condition condition NOUN fis-205 160 12   NOUN fis-205 160 13   SYM fis-205 160 14   NOUN fis-205 160 15 q q PUNCT fis-205 161 1 x x X fis-205 161 2 fp fp X fis-205 161 3 x x PUNCT fis-205 161 4   PROPN fis-205 161 5 , , PUNCT fis-205 161 6 and and CCONJ fis-205 161 7 solve solve VERB fis-205 161 8 for for ADP fis-205 161 9 0 0 NUM fis-205 161 10 / / SYM fis-205 161 11 x x SYM fis-205 161 12 d d NOUN fis-205 161 13 , , PUNCT fis-205 161 14 again again ADV fis-205 161 15 , , PUNCT fis-205 161 16 denoting denote VERB fis-205 161 17 any any DET fis-205 161 18 boundary boundary NOUN fis-205 161 19 between between ADP fis-205 161 20 stick stick NOUN fis-205 161 21 and and CCONJ fis-205 161 22 slip slip VERB fis-205 161 23 as as ADP fis-205 161 24 sx sx PROPN fis-205 161 25 , , PUNCT fis-205 161 26 which which PRON fis-205 161 27 gives give VERB fis-205 161 28 1 1 NUM fis-205 161 29 0 0 NUM fis-205 162 1 i i PRON fis-205 162 2 ii ii PROPN fis-205 162 3 ii ii PROPN fis-205 162 4 ii ii PROPN fis-205 162 5 s s PART fis-205 162 6 r r NOUN fis-205 163 1 i i PRON fis-205 164 1 i i PRON fis-205 165 1 r r VERB fis-205 165 2 x x PUNCT fis-205 166 1 f f NOUN fis-205 166 2 f f NOUN fis-205 167 1 f f PROPN fis-205 167 2 d d X fis-205 167 3 f f PROPN fis-205 167 4 f f PROPN fis-205 167 5 f f PROPN fis-205 167 6   X fis-205 167 7   ADJ fis-205 167 8   PROPN fis-205 167 9   PROPN fis-205 167 10   PROPN fis-205 167 11   PROPN fis-205 167 12   VERB fis-205 167 13   PROPN fis-205 167 14   PROPN fis-205 167 15   NUM fis-205 167 16   NOUN fis-205 167 17   NOUN fis-205 167 18   PRON fis-205 167 19   PROPN fis-205 167 20 ( ( PUNCT fis-205 167 21 21 21 NUM fis-205 167 22 ) ) PUNCT fis-205 167 23 figure figure NOUN fis-205 167 24 3 3 NUM fis-205 167 25 : : PUNCT fis-205 167 26 plots plot NOUN fis-205 167 27 of of ADP fis-205 167 28 the the DET fis-205 167 29 implied imply VERB fis-205 167 30 regions region NOUN fis-205 167 31 of of ADP fis-205 167 32 slip slip NOUN fis-205 167 33 and and CCONJ fis-205 167 34 stick stick VERB fis-205 167 35 , , PUNCT fis-205 167 36 when when SCONJ fis-205 167 37 ik ik PROPN fis-205 167 38 is be AUX fis-205 167 39 negative negative ADJ fis-205 167 40 and and CCONJ fis-205 167 41 iik iik PROPN fis-205 167 42 is be AUX fis-205 167 43 positive positive ADJ fis-205 167 44 , , PUNCT fis-205 167 45 for for SCONJ fis-205 167 46 punch punch VERB fis-205 167 47 angles angle NOUN fis-205 167 48 of of ADP fis-205 167 49   PROPN fis-205 167 50 60 60 PROPN fis-205 167 51 , , PUNCT fis-205 167 52 90 90 NUM fis-205 167 53 , , PUNCT fis-205 167 54 120 120 NUM fis-205 167 55   NUM fis-205 167 56   PROPN fis-205 167 57   X fis-205 167 58   NOUN fis-205 167 59 , , PUNCT fis-205 167 60 where where SCONJ fis-205 167 61 the the DET fis-205 167 62 red red ADJ fis-205 167 63 line line NOUN fis-205 167 64 denotes denote VERB fis-205 167 65 the the DET fis-205 167 66 position position NOUN fis-205 168 1 at at ADP fis-205 168 2 which which PRON fis-205 168 3 the the DET fis-205 168 4   NOUN fis-205 168 5   PROPN fis-205 168 6   NOUN fis-205 168 7   PROPN fis-205 168 8     SPACE fis-205 168 9 q q NOUN fis-205 168 10 x x PROPN fis-205 168 11 fp fp PROPN fis-205 168 12 x x PROPN fis-205 168 13   ADJ fis-205 168 14 condition condition NOUN fis-205 168 15 is be AUX fis-205 168 16 met meet VERB fis-205 168 17 , , PUNCT fis-205 168 18 and and CCONJ fis-205 168 19 the the DET fis-205 168 20 blue blue ADJ fis-205 168 21 line line NOUN fis-205 168 22 the the DET fis-205 168 23 position position NOUN fis-205 168 24 at at ADP fis-205 168 25 which which PRON fis-205 168 26 the the DET fis-205 168 27   NOUN fis-205 168 28   PROPN fis-205 168 29   NOUN fis-205 168 30   PROPN fis-205 168 31     SPACE fis-205 168 32 q q NOUN fis-205 169 1 x x X fis-205 169 2 fp fp X fis-205 169 3 x x PROPN fis-205 169 4   NOUN fis-205 169 5 condition condition NOUN fis-205 169 6 is be AUX fis-205 169 7 met meet VERB fis-205 169 8 . . PUNCT fis-205 170 1 60 60 NUM fis-205 170 2 ° ° NUM fis-205 170 3 punch punch NOUN fis-205 170 4 stick stick NOUN fis-205 170 5 slip slip NOUN fis-205 170 6 ki ki PROPN fis-205 170 7 , , PUNCT fis-205 170 8   ADV fis-205 170 9 kii kii PROPN fis-205 170 10 0 0 NUM fis-205 171 1 1 1 NUM fis-205 171 2 2 2 NUM fis-205 171 3 3 3 NUM fis-205 171 4 4 4 NUM fis-205 171 5 xs xs NOUN fis-205 171 6 d0 d0 PROPN fis-205 171 7 0.2 0.2 NUM fis-205 171 8 0.4 0.4 NUM fis-205 171 9 0.6 0.6 NUM fis-205 171 10 0.8 0.8 NUM fis-205 171 11 1.0 1.0 NUM fis-205 171 12 1.2 1.2 NUM fis-205 171 13 1.4 1.4 NUM fis-205 171 14 f f PROPN fis-205 171 15 90 90 NUM fis-205 171 16 ° ° NOUN fis-205 171 17 punch punch VERB fis-205 171 18   PROPN fis-205 171 19 ki ki PROPN fis-205 171 20 , , PUNCT fis-205 171 21   PROPN fis-205 171 22 kii kii PROPN fis-205 171 23 stickslip stickslip VERB fis-205 171 24 0 0 NUM fis-205 171 25 1 1 NUM fis-205 171 26 2 2 NUM fis-205 171 27 3 3 NUM fis-205 171 28 4 4 NUM fis-205 171 29 5 5 NUM fis-205 171 30 xs xs NOUN fis-205 171 31 d0 d0 PROPN fis-205 171 32 0.2 0.2 NUM fis-205 171 33 0.4 0.4 NUM fis-205 171 34 0.6 0.6 NUM fis-205 171 35 0.8 0.8 NUM fis-205 171 36 1.0 1.0 NUM fis-205 171 37 1.2 1.2 NUM fis-205 171 38 1.4 1.4 NUM fis-205 171 39 f f PROPN fis-205 171 40 120 120 NUM fis-205 171 41 ° ° NOUN fis-205 171 42 punch punch VERB fis-205 171 43   PROPN fis-205 171 44 ki ki PROPN fis-205 171 45 , , PUNCT fis-205 171 46   PROPN fis-205 172 1 kii kii PROPN fis-205 172 2 stick stick PROPN fis-205 172 3 + + CCONJ fis-205 172 4 slip slip NOUN fis-205 172 5 slip slip VERB fis-205 172 6 0 0 NUM fis-205 172 7 1 1 NUM fis-205 172 8 2 2 NUM fis-205 172 9 3 3 NUM fis-205 172 10 4 4 NUM fis-205 172 11 5 5 NUM fis-205 172 12 6 6 NUM fis-205 172 13 xs xs NOUN fis-205 172 14 d0 d0 PROPN fis-205 172 15 0.2 0.2 NUM fis-205 172 16 0.4 0.4 NUM fis-205 172 17 0.6 0.6 NUM fis-205 172 18 0.8 0.8 NUM fis-205 172 19 1.0 1.0 NUM fis-205 172 20 1.2 1.2 NUM fis-205 172 21 1.4 1.4 NUM fis-205 172 22 f f PROPN fis-205 172 23 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 172 24 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 172 25 d. d. PROPN fis-205 172 26 a. a. PROPN fis-205 172 27 hills hills PROPN fis-205 172 28 et et PROPN fis-205 172 29 alii alii PROPN fis-205 172 30 , , PUNCT fis-205 172 31 frattura frattura PROPN fis-205 172 32 ed ed PROPN fis-205 172 33 integrità integrità PROPN fis-205 172 34 strutturale strutturale PROPN fis-205 172 35 , , PUNCT fis-205 172 36 25 25 NUM fis-205 172 37 ( ( PUNCT fis-205 172 38 2013 2013 NUM fis-205 172 39 ) ) PUNCT fis-205 172 40 27 27 NUM fis-205 172 41 - - SYM fis-205 172 42 35 35 NUM fis-205 172 43 ; ; PUNCT fis-205 172 44 doi doi NOUN fis-205 172 45 : : PUNCT fis-205 172 46 10.3221 10.3221 NUM fis-205 172 47 / / SYM fis-205 172 48 igf igf PROPN fis-205 172 49 - - PUNCT fis-205 172 50 esis.25.05 esis.25.05 ADJ fis-205 172 51 32 32 NUM fis-205 172 52 plots plot NOUN fis-205 172 53 of of ADP fis-205 172 54 the the DET fis-205 172 55 implied imply VERB fis-205 172 56 slip slip NOUN fis-205 172 57 regions region NOUN fis-205 172 58 ( ( PUNCT fis-205 172 59 from from ADP fis-205 172 60 eq eq ADP fis-205 172 61 . . PUNCT fis-205 173 1 ( ( PUNCT fis-205 173 2 21 21 NUM fis-205 173 3 ) ) PUNCT fis-205 173 4 ) ) PUNCT fis-205 173 5 as as ADP fis-205 173 6 a a DET fis-205 173 7 function function NOUN fis-205 173 8 of of ADP fis-205 173 9 the the DET fis-205 173 10 coefficient coefficient NOUN fis-205 173 11 of of ADP fis-205 173 12 friction friction NOUN fis-205 173 13 f f X fis-205 173 14 , , PUNCT fis-205 173 15 for for ADP fis-205 173 16 the the DET fis-205 173 17 case case NOUN fis-205 173 18 when when SCONJ fis-205 173 19 ik ik PROPN fis-205 173 20 is be AUX fis-205 173 21 negative negative ADJ fis-205 173 22 and and CCONJ fis-205 173 23 iik iik PROPN fis-205 173 24 is be AUX fis-205 173 25 positive positive ADJ fis-205 173 26 , , PUNCT fis-205 173 27 are be AUX fis-205 173 28 shown show VERB fis-205 173 29 in in ADP fis-205 173 30 fig fig NOUN fis-205 173 31 . . PUNCT fis-205 174 1 3 3 NUM fis-205 174 2 , , PUNCT fis-205 174 3 for for SCONJ fis-205 174 4 three three NUM fis-205 174 5 sample sample NOUN fis-205 174 6 punch punch NOUN fis-205 174 7 angles angle VERB fis-205 174 8   PROPN fis-205 175 1 60 60 PROPN fis-205 175 2 , , PUNCT fis-205 175 3 90 90 NUM fis-205 175 4 , , PUNCT fis-205 175 5 120 120 NUM fis-205 175 6   NUM fis-205 175 7   PROPN fis-205 175 8   X fis-205 175 9   NOUN fis-205 175 10 . . PUNCT fis-205 176 1 finally finally ADV fis-205 176 2 , , PUNCT fis-205 176 3 for for ADP fis-205 176 4 cases case NOUN fis-205 176 5 in in ADP fis-205 176 6 which which PRON fis-205 176 7 both both CCONJ fis-205 176 8 ik ik PROPN fis-205 176 9 and and CCONJ fis-205 176 10 iik iik PROPN fis-205 176 11 are be AUX fis-205 176 12 negative negative ADJ fis-205 176 13 , , PUNCT fis-205 176 14 separation separation NOUN fis-205 176 15 is be AUX fis-205 176 16 implied imply VERB fis-205 176 17 to to PART fis-205 176 18 extend extend VERB fis-205 176 19 from from ADP fis-205 176 20 the the DET fis-205 176 21 interior interior NOUN fis-205 176 22 of of ADP fis-205 176 23 the the DET fis-205 176 24 contact contact NOUN fis-205 176 25 , , PUNCT fis-205 176 26 with with ADP fis-205 176 27 closure closure NOUN fis-205 176 28 and and CCONJ fis-205 176 29 a a DET fis-205 176 30 slip slip NOUN fis-205 176 31 region region NOUN fis-205 176 32 at at ADP fis-205 176 33 the the DET fis-205 176 34 edge edge NOUN fis-205 176 35 of of ADP fis-205 176 36 contact contact NOUN fis-205 176 37 whose whose DET fis-205 176 38 extent extent NOUN fis-205 176 39 is be AUX fis-205 176 40 controlled control VERB fis-205 176 41 by by ADP fis-205 176 42 the the DET fis-205 176 43 next next ADJ fis-205 176 44 term term NOUN fis-205 176 45 in in ADP fis-205 176 46 a a DET fis-205 176 47 series series NOUN fis-205 176 48 expansion expansion NOUN fis-205 176 49 . . PUNCT fis-205 177 1 we we PRON fis-205 177 2 do do AUX fis-205 177 3 not not PART fis-205 177 4 consider consider VERB fis-205 177 5 this this DET fis-205 177 6 possibility possibility NOUN fis-205 177 7 here here ADV fis-205 177 8 or or CCONJ fis-205 177 9 in in ADP fis-205 177 10 any any DET fis-205 177 11 subsequent subsequent ADJ fis-205 177 12 analysis analysis NOUN fis-205 177 13 . . PUNCT fis-205 178 1 the the DET fis-205 178 2 plastic plastic NOUN fis-205 178 3 zone zone NOUN fis-205 178 4 he he PRON fis-205 178 5 implied imply VERB fis-205 178 6 elastic elastic ADJ fis-205 178 7 state state NOUN fis-205 178 8 of of ADP fis-205 178 9 stress stress NOUN fis-205 178 10 near near ADP fis-205 178 11 a a DET fis-205 178 12 sharp sharp ADJ fis-205 178 13 feature feature NOUN fis-205 178 14 is be AUX fis-205 178 15 singular singular ADJ fis-205 178 16 , , PUNCT fis-205 178 17 but but CCONJ fis-205 178 18 in in ADP fis-205 178 19 practice practice NOUN fis-205 178 20 the the DET fis-205 178 21 singular singular ADJ fis-205 178 22 behaviour behaviour NOUN fis-205 178 23 is be AUX fis-205 178 24 truncated truncate VERB fis-205 178 25 by by ADP fis-205 178 26 the the DET fis-205 178 27 presence presence NOUN fis-205 178 28 of of ADP fis-205 178 29 a a DET fis-205 178 30 plastic plastic NOUN fis-205 178 31 zone zone NOUN fis-205 178 32 incorporating incorporate VERB fis-205 178 33 a a DET fis-205 178 34 process process NOUN fis-205 178 35 region region NOUN fis-205 178 36 , , PUNCT fis-205 178 37 and and CCONJ fis-205 178 38 whose whose DET fis-205 178 39 extent extent NOUN fis-205 178 40 is be AUX fis-205 178 41 determined determine VERB fis-205 178 42 by by ADP fis-205 178 43 the the DET fis-205 178 44 strength strength NOUN fis-205 178 45 of of ADP fis-205 178 46 the the DET fis-205 178 47 applied apply VERB fis-205 178 48 load load NOUN fis-205 178 49 and and CCONJ fis-205 178 50 the the DET fis-205 178 51 yield yield NOUN fis-205 178 52 strength strength NOUN fis-205 178 53 of of ADP fis-205 178 54 the the DET fis-205 178 55 material material NOUN fis-205 178 56 . . PUNCT fis-205 179 1 in in ADP fis-205 179 2 order order NOUN fis-205 179 3 to to PART fis-205 179 4 determine determine VERB fis-205 179 5 the the DET fis-205 179 6 size size NOUN fis-205 179 7 of of ADP fis-205 179 8 the the DET fis-205 179 9 plastic plastic NOUN fis-205 179 10 zone zone NOUN fis-205 179 11 , , PUNCT fis-205 179 12 implied imply VERB fis-205 179 13 by by ADP fis-205 179 14 violations violation NOUN fis-205 179 15 of of ADP fis-205 179 16 the the DET fis-205 179 17 yield yield NOUN fis-205 179 18 condition condition NOUN fis-205 179 19 , , PUNCT fis-205 179 20 we we PRON fis-205 179 21 use use VERB fis-205 179 22 the the DET fis-205 179 23 second second ADJ fis-205 179 24 invariant invariant NOUN fis-205 179 25 of of ADP fis-205 179 26 deviatoric deviatoric ADJ fis-205 179 27 stress stress NOUN fis-205 179 28   NOUN fis-205 179 29 2 2 NOUN fis-205 179 30 2 2 NUM fis-205 179 31 2 2 NUM fis-205 179 32 2 2 NUM fis-205 179 33 2 2 NUM fis-205 179 34 3rr 3rr NOUN fis-205 179 35 zz zz PROPN fis-205 180 1 rr rr INTJ fis-205 180 2 zz zz PROPN fis-205 181 1 zz zz PROPN fis-205 181 2 rr rr PROPN fis-205 181 3 rj rj PROPN fis-205 181 4   PROPN fis-205 181 5   PROPN fis-205 182 1   PROPN fis-205 183 1   PROPN fis-205 183 2   PROPN fis-205 183 3   X fis-205 183 4   X fis-205 183 5   X fis-205 183 6   X fis-205 183 7   X fis-205 183 8   X fis-205 183 9   PROPN fis-205 183 10   PROPN fis-205 183 11   ADV fis-205 183 12   PUNCT fis-205 183 13   PROPN fis-205 183 14   ADV fis-205 183 15   CCONJ fis-205 183 16   X fis-205 183 17 ( ( PUNCT fis-205 183 18 22 22 NUM fis-205 183 19 ) ) PUNCT fis-205 183 20 and and CCONJ fis-205 183 21 note note VERB fis-205 183 22 that that SCONJ fis-205 183 23 , , PUNCT fis-205 183 24 with with ADP fis-205 183 25 this this DET fis-205 183 26 scaling scale VERB fis-205 183 27 von von PROPN fis-205 183 28 mises mises PROPN fis-205 183 29 yield yield NOUN fis-205 183 30 condition condition NOUN fis-205 183 31 is be AUX fis-205 183 32 2 2 NUM fis-205 183 33 2 2 NUM fis-205 183 34 3j 3j NUM fis-205 183 35 k k NOUN fis-205 183 36 ( ( PUNCT fis-205 183 37 23 23 NUM fis-205 183 38 ) ) PUNCT fis-205 183 39 where where SCONJ fis-205 183 40 k k PROPN fis-205 183 41 is be AUX fis-205 183 42 the the DET fis-205 183 43 yield yield NOUN fis-205 183 44 stress stress NOUN fis-205 183 45 of of ADP fis-205 183 46 the the DET fis-205 183 47 material material NOUN fis-205 183 48 in in ADP fis-205 183 49 pure pure ADJ fis-205 183 50 shear shear NOUN fis-205 183 51 . . PUNCT fis-205 184 1 we we PRON fis-205 184 2 then then ADV fis-205 184 3 modify modify VERB fis-205 184 4 eq eq ADP fis-205 184 5 . . PUNCT fis-205 185 1 ( ( PUNCT fis-205 185 2 12 12 NUM fis-205 185 3 ) ) PUNCT fis-205 185 4 to to PART fis-205 185 5 be be AUX fis-205 185 6 specifically specifically ADV fis-205 185 7 along along ADP fis-205 185 8 the the DET fis-205 185 9 interface interface NOUN fis-205 185 10 of of ADP fis-205 185 11 the the DET fis-205 185 12 contact contact NOUN fis-205 185 13 , , PUNCT fis-205 185 14 i.e. i.e. X fis-205 185 15   NOUN fis-205 185 16   SYM fis-205 185 17   NOUN fis-205 185 18   PUNCT fis-205 185 19   NOUN fis-205 185 20   PUNCT fis-205 185 21 1 1 NUM fis-205 185 22     SPACE fis-205 185 23 1 1 NUM fis-205 185 24     SPACE fis-205 185 25 0 0 NUM fis-205 185 26 0 0 NUM fis-205 185 27 0 0 NUM fis-205 185 28 , , PUNCT fis-205 185 29 i i PRON fis-205 185 30 ii ii VERB fis-205 186 1 ij ij INTJ fis-205 186 2 int int NOUN fis-205 187 1 i i PRON fis-205 187 2 ii ii NOUN fis-205 188 1 ij ij INTJ fis-205 188 2 int int NOUN fis-205 188 3 ij ij INTJ fis-205 188 4 int int NOUN fis-205 188 5 x x X fis-205 188 6 x x PUNCT fis-205 188 7 x x PUNCT fis-205 188 8 f f NOUN fis-205 188 9 f f NOUN fis-205 188 10 g g PROPN fis-205 188 11 d d PROPN fis-205 188 12 d d PROPN fis-205 188 13   X fis-205 189 1   PROPN fis-205 189 2   PROPN fis-205 189 3   PROPN fis-205 189 4   PROPN fis-205 189 5   PROPN fis-205 189 6   PROPN fis-205 189 7   NOUN fis-205 189 8   PROPN fis-205 189 9   NOUN fis-205 189 10   NOUN fis-205 189 11   PROPN fis-205 189 12   PROPN fis-205 189 13   PROPN fis-205 189 14   PROPN fis-205 189 15   PROPN fis-205 190 1   PROPN fis-205 190 2   PROPN fis-205 190 3   PROPN fis-205 190 4   NOUN fis-205 190 5 ( ( PUNCT fis-205 190 6 24 24 NUM fis-205 190 7 ) ) PUNCT fis-205 190 8 and and CCONJ fis-205 190 9 use use VERB fis-205 190 10 this this DET fis-205 190 11 expression expression NOUN fis-205 190 12 ( ( PUNCT fis-205 190 13 eq eq NOUN fis-205 190 14 . . PROPN fis-205 191 1 ( ( PUNCT fis-205 191 2 24 24 NUM fis-205 191 3 ) ) PUNCT fis-205 191 4 ) ) PUNCT fis-205 191 5 together together ADV fis-205 191 6 with with ADP fis-205 191 7 eq eq NOUN fis-205 191 8 . . PUNCT fis-205 192 1 ( ( PUNCT fis-205 192 2 22 22 NUM fis-205 192 3 ) ) PUNCT fis-205 192 4 , , PUNCT fis-205 192 5 and and CCONJ fis-205 192 6 then then ADV fis-205 192 7 simplify simplify VERB fis-205 192 8 the the DET fis-205 192 9 result result NOUN fis-205 192 10 , , PUNCT fis-205 192 11 to to PART fis-205 192 12 give give VERB fis-205 192 13   NOUN fis-205 192 14   PUNCT fis-205 192 15   NOUN fis-205 193 1   SYM fis-205 193 2   NOUN fis-205 193 3   SYM fis-205 193 4   NOUN fis-205 193 5   SYM fis-205 193 6   NOUN fis-205 193 7   PUNCT fis-205 193 8   NOUN fis-205 193 9   NOUN fis-205 193 10 2 2 NUM fis-205 193 11 1 1 NUM fis-205 193 12     SPACE fis-205 193 13 2 2 NUM fis-205 193 14 1 1 NUM fis-205 193 15     SPACE fis-205 193 16 2 2 NUM fis-205 193 17     SPACE fis-205 193 18 2 2 NUM fis-205 193 19 2 2 NUM fis-205 193 20 0 0 NUM fis-205 193 21 0 0 NUM fis-205 193 22 0 0 NUM fis-205 193 23 0 0 NUM fis-205 194 1 i i PRON fis-205 194 2 ii ii VERB fis-205 195 1 i i PRON fis-205 195 2 ii ii VERB fis-205 196 1 i i PRON fis-205 196 2 int int VERB fis-205 196 3 ii ii PROPN fis-205 197 1 int int NOUN fis-205 198 1 i i NOUN fis-205 198 2 ii ii VERB fis-205 198 3 int int NOUN fis-205 199 1 x x NOUN fis-205 199 2 x x PUNCT fis-205 200 1 x x PUNCT fis-205 200 2 j j NOUN fis-205 200 3 g g PROPN fis-205 200 4 p p PROPN fis-205 200 5 p p PROPN fis-205 200 6 p p X fis-205 200 7 d d X fis-205 200 8 d d PROPN fis-205 200 9 d d PROPN fis-205 200 10   X fis-205 200 11   ADJ fis-205 200 12   ADJ fis-205 200 13   ADJ fis-205 200 14   PROPN fis-205 200 15   PROPN fis-205 200 16   PROPN fis-205 201 1   PROPN fis-205 201 2   PROPN fis-205 201 3   PUNCT fis-205 201 4   PROPN fis-205 201 5   X fis-205 201 6   ADP fis-205 201 7   NOUN fis-205 201 8   PROPN fis-205 201 9   NOUN fis-205 201 10   PROPN fis-205 201 11   NOUN fis-205 201 12   PROPN fis-205 202 1   PROPN fis-205 202 2   VERB fis-205 202 3   VERB fis-205 202 4   NOUN fis-205 202 5   PROPN fis-205 203 1   PROPN fis-205 204 1   INTJ fis-205 205 1   PROPN fis-205 205 2   PROPN fis-205 206 1   ADJ fis-205 206 2   PROPN fis-205 206 3   PROPN fis-205 206 4   NOUN fis-205 206 5   ADJ fis-205 206 6   VERB fis-205 206 7   NOUN fis-205 206 8   PROPN fis-205 206 9 ( ( PUNCT fis-205 206 10 25 25 NUM fis-205 206 11 ) ) PUNCT fis-205 206 12 where where SCONJ fis-205 206 13   PROPN fis-205 206 14 i i PROPN fis-205 206 15 intp intp PROPN fis-205 206 16   PROPN fis-205 206 17 , , PUNCT fis-205 206 18   PROPN fis-205 206 19 ii ii NOUN fis-205 206 20 intp intp PROPN fis-205 206 21   X fis-205 206 22 , , PUNCT fis-205 206 23 and and CCONJ fis-205 206 24   PROPN fis-205 206 25 i i PROPN fis-205 206 26 ii ii PROPN fis-205 206 27 intp intp PROPN fis-205 206 28   NOUN fis-205 206 29 represent represent VERB fis-205 206 30 the the DET fis-205 206 31   PROPN fis-205 206 32 -dependence -dependence NOUN fis-205 206 33 of of ADP fis-205 206 34 the the DET fis-205 206 35 mode mode NOUN fis-205 206 36 i i PRON fis-205 206 37 , , PUNCT fis-205 206 38 mode mode PROPN fis-205 206 39 ii ii PROPN fis-205 206 40 , , PUNCT fis-205 206 41 and and CCONJ fis-205 206 42 mixed mixed ADJ fis-205 206 43 mode mode NOUN fis-205 206 44 terms term NOUN fis-205 206 45 in in ADP fis-205 206 46 the the DET fis-205 206 47 solution solution NOUN fis-205 206 48 , , PUNCT fis-205 206 49 respectively respectively ADV fis-205 206 50 . . PUNCT fis-205 207 1 we we PRON fis-205 207 2 now now ADV fis-205 207 3 impose impose VERB fis-205 207 4 the the DET fis-205 207 5 yield yield NOUN fis-205 207 6 condition condition NOUN fis-205 207 7 given give VERB fis-205 207 8 in in ADP fis-205 207 9 eq eq ADP fis-205 207 10 . . PUNCT fis-205 208 1 ( ( PUNCT fis-205 208 2 23 23 NUM fis-205 208 3 ) ) PUNCT fis-205 208 4 , , PUNCT fis-205 208 5 denote denote VERB fis-205 208 6 the the DET fis-205 208 7 size size NOUN fis-205 208 8 of of ADP fis-205 208 9 the the DET fis-205 208 10 plastic plastic NOUN fis-205 208 11 zone zone NOUN fis-205 208 12 along along ADP fis-205 208 13 the the DET fis-205 208 14 interface interface NOUN fis-205 208 15 line line NOUN fis-205 208 16 px px NOUN fis-205 208 17 , , PUNCT fis-205 208 18 and and CCONJ fis-205 208 19 solve solve VERB fis-205 208 20 for for ADP fis-205 208 21 0 0 NUM fis-205 208 22 /g /g SYM fis-205 208 23 k k X fis-205 208 24 , , PUNCT fis-205 208 25 which which PRON fis-205 208 26 gives give VERB fis-205 208 27   NOUN fis-205 208 28   PUNCT fis-205 208 29   NOUN fis-205 209 1   SYM fis-205 209 2   NOUN fis-205 209 3   SYM fis-205 209 4   NOUN fis-205 209 5   SYM fis-205 209 6   NOUN fis-205 209 7   PUNCT fis-205 209 8   NOUN fis-205 209 9   PUNCT fis-205 209 10 1 1 NUM fis-205 209 11     SPACE fis-205 209 12 2 2 NUM fis-205 209 13 1 1 NUM fis-205 209 14     SPACE fis-205 209 15 2 2 NUM fis-205 209 16 1 1 NUM fis-205 209 17     SPACE fis-205 209 18 2 2 NUM fis-205 209 19     SPACE fis-205 209 20 2 2 NUM fis-205 209 21 0 0 NUM fis-205 209 22 0 0 NUM fis-205 209 23 0 0 NUM fis-205 209 24 0 0 NUM fis-205 209 25 3 3 NUM fis-205 210 1 i i NOUN fis-205 210 2 ii ii VERB fis-205 211 1 i i NOUN fis-205 211 2 ii ii VERB fis-205 212 1 p p NOUN fis-205 212 2 p p X fis-205 213 1 p p X fis-205 214 1 i i PRON fis-205 214 2 int int PROPN fis-205 214 3 ii ii PROPN fis-205 214 4 int int NOUN fis-205 215 1 i i NOUN fis-205 215 2 ii ii VERB fis-205 215 3 int int NOUN fis-205 216 1 x x X fis-205 216 2 x x PUNCT fis-205 217 1 xg xg PROPN fis-205 217 2 p p NOUN fis-205 217 3 p p PROPN fis-205 217 4 p p X fis-205 217 5 k k PROPN fis-205 217 6 d d PROPN fis-205 217 7 d d PROPN fis-205 217 8 d d PROPN fis-205 217 9   X fis-205 217 10   ADJ fis-205 217 11   ADJ fis-205 217 12   ADJ fis-205 217 13   PROPN fis-205 217 14   SYM fis-205 217 15   PROPN fis-205 217 16   PUNCT fis-205 217 17   PROPN fis-205 217 18   VERB fis-205 217 19   PROPN fis-205 217 20   X fis-205 217 21   ADP fis-205 217 22   NOUN fis-205 217 23   PROPN fis-205 217 24   NOUN fis-205 217 25   PROPN fis-205 217 26   NOUN fis-205 217 27   PROPN fis-205 218 1   PROPN fis-205 218 2   VERB fis-205 218 3   VERB fis-205 218 4   NOUN fis-205 218 5   PROPN fis-205 219 1   PROPN fis-205 220 1   INTJ fis-205 221 1   PROPN fis-205 221 2   PROPN fis-205 222 1   ADJ fis-205 222 2   PROPN fis-205 222 3   PROPN fis-205 222 4   NOUN fis-205 222 5   ADJ fis-205 222 6   VERB fis-205 222 7   NOUN fis-205 222 8   PROPN fis-205 222 9 ( ( PUNCT fis-205 222 10 25 25 NUM fis-205 222 11 ) ) PUNCT fis-205 222 12 if if SCONJ fis-205 222 13 the the DET fis-205 222 14 punch punch NOUN fis-205 222 15 angle angle NOUN fis-205 222 16   NOUN fis-205 222 17 , , PUNCT fis-205 222 18 is be AUX fis-205 222 19 specified specify VERB fis-205 222 20 , , PUNCT fis-205 222 21 eq eq ADJ fis-205 222 22 . . PUNCT fis-205 223 1 ( ( PUNCT fis-205 223 2 25 25 NUM fis-205 223 3 ) ) PUNCT fis-205 223 4 can can AUX fis-205 223 5 be be AUX fis-205 223 6 used use VERB fis-205 223 7 to to PART fis-205 223 8 determine determine VERB fis-205 223 9 the the DET fis-205 223 10 size size NOUN fis-205 223 11 of of ADP fis-205 223 12 the the DET fis-205 223 13 plastic plastic NOUN fis-205 223 14 zone zone NOUN fis-205 223 15 0 0 NUM fis-205 224 1 / / SYM fis-205 224 2 px px PROPN fis-205 224 3 d d PROPN fis-205 224 4 , , PUNCT fis-205 224 5 as as ADP fis-205 224 6 a a DET fis-205 224 7 function function NOUN fis-205 224 8 of of ADP fis-205 224 9 strength strength NOUN fis-205 224 10 of of ADP fis-205 224 11 the the DET fis-205 224 12 applied apply VERB fis-205 224 13 load load NOUN fis-205 224 14 0 0 NUM fis-205 224 15 /g /g SYM fis-205 225 1 k k X fis-205 225 2 , , PUNCT fis-205 225 3 and and CCONJ fis-205 225 4 this this PRON fis-205 225 5 is be AUX fis-205 225 6 plotted plot VERB fis-205 225 7 for for ADP fis-205 225 8 punch punch NOUN fis-205 225 9 angles angle NOUN fis-205 225 10 of of ADP fis-205 225 11   PROPN fis-205 225 12 60 60 PROPN fis-205 225 13 , , PUNCT fis-205 225 14 90 90 NUM fis-205 225 15 , , PUNCT fis-205 225 16 120 120 NUM fis-205 226 1   NUM fis-205 226 2   PROPN fis-205 226 3   X fis-205 226 4   NOUN fis-205 226 5 in in ADP fis-205 226 6 fig fig NOUN fis-205 226 7 . . PUNCT fis-205 227 1 4 4 X fis-205 227 2 . . X fis-205 227 3 this this DET fis-205 227 4 figure figure NOUN fis-205 227 5 illustrates illustrate VERB fis-205 227 6 the the DET fis-205 227 7 perhaps perhaps ADV fis-205 227 8 surprising surprising ADJ fis-205 227 9 property property NOUN fis-205 227 10 that that PRON fis-205 227 11 the the DET fis-205 227 12 relationship relationship NOUN fis-205 227 13 between between ADP fis-205 227 14 the the DET fis-205 227 15 strength strength NOUN fis-205 227 16 of of ADP fis-205 227 17 the the DET fis-205 227 18 applied apply VERB fis-205 227 19 load load NOUN fis-205 227 20 0 0 NUM fis-205 228 1 /g /g SYM fis-205 228 2 k k X fis-205 228 3 , , PUNCT fis-205 228 4 and and CCONJ fis-205 228 5 the the DET fis-205 228 6 normalised normalise VERB fis-205 228 7 size size NOUN fis-205 228 8 of of ADP fis-205 228 9 the the DET fis-205 228 10 plastic plastic NOUN fis-205 228 11 zone zone NOUN fis-205 228 12 specified specify VERB fis-205 228 13 along along ADP fis-205 228 14 the the DET fis-205 228 15 interface interface NOUN fis-205 228 16 line line NOUN fis-205 228 17 0 0 NUM fis-205 228 18 / / SYM fis-205 228 19 px px PROPN fis-205 228 20 d d PROPN fis-205 228 21 , , PUNCT fis-205 228 22 is be AUX fis-205 228 23 not not PART fis-205 228 24 monotonically monotonically ADV fis-205 228 25 increasing increase VERB fis-205 228 26 . . PUNCT fis-205 229 1 this this PRON fis-205 229 2 is be AUX fis-205 229 3 because because SCONJ fis-205 229 4 , , PUNCT fis-205 229 5 as as SCONJ fis-205 229 6 described describe VERB fis-205 229 7 in in ADP fis-205 229 8 hills hills PROPN fis-205 229 9 et et NOUN fis-205 229 10 al al PROPN fis-205 229 11 . . PUNCT fis-205 230 1 [ [ X fis-205 230 2 1 1 NUM fis-205 230 3 ] ] PUNCT fis-205 230 4 , , PUNCT fis-205 230 5 as as SCONJ fis-205 230 6 strength strength NOUN fis-205 230 7 of of ADP fis-205 230 8 the the DET fis-205 230 9 remote remote ADJ fis-205 230 10 load load NOUN fis-205 230 11 is be AUX fis-205 230 12 increased increase VERB fis-205 230 13 , , PUNCT fis-205 230 14 the the DET fis-205 230 15 plastic plastic ADJ fis-205 230 16 front front NOUN fis-205 230 17 rotates rotate NOUN fis-205 230 18 and and CCONJ fis-205 230 19 changes change NOUN fis-205 230 20 from from ADP fis-205 230 21 being be AUX fis-205 230 22 very very ADV fis-205 230 23 mode mode NOUN fis-205 230 24 i i PRON fis-205 230 25 like like VERB fis-205 230 26 when when SCONJ fis-205 230 27 loaded load VERB fis-205 230 28 lightly lightly ADV fis-205 230 29 to to ADP fis-205 230 30 being be AUX fis-205 230 31 very very ADV fis-205 230 32 mode mode NOUN fis-205 230 33 ii ii NOUN fis-205 230 34 like like ADP fis-205 230 35 in in ADP fis-205 230 36 character character NOUN fis-205 230 37 when when SCONJ fis-205 230 38 loaded load VERB fis-205 230 39 heavily heavily ADV fis-205 230 40 . . PUNCT fis-205 231 1 therefore therefore ADV fis-205 231 2 , , PUNCT fis-205 231 3 although although SCONJ fis-205 231 4 the the DET fis-205 231 5 maximum maximum ADJ fis-205 231 6 radius radius NOUN fis-205 231 7 of of ADP fis-205 231 8 the the DET fis-205 231 9 plastic plastic NOUN fis-205 231 10 zone zone NOUN fis-205 231 11 does do AUX fis-205 231 12 increase increase VERB fis-205 231 13 monotonically monotonically ADV fis-205 231 14 in in ADP fis-205 231 15 size size NOUN fis-205 231 16 with with ADP fis-205 231 17 stronger strong ADJ fis-205 231 18 loading loading NOUN fis-205 231 19 , , PUNCT fis-205 231 20 when when SCONJ fis-205 231 21 specified specify VERB fis-205 231 22 along along ADP fis-205 231 23 the the DET fis-205 231 24 interface interface NOUN fis-205 231 25 line line NOUN fis-205 231 26 , , PUNCT fis-205 231 27 the the DET fis-205 231 28 plastic plastic ADJ fis-205 231 29 radius radius NOUN fis-205 231 30 takes take VERB fis-205 231 31 on on ADP fis-205 231 32 its its PRON fis-205 231 33 maximum maximum ADJ fis-205 231 34 value value NOUN fis-205 231 35 when when SCONJ fis-205 231 36 the the DET fis-205 231 37 remote remote ADJ fis-205 231 38 loading loading NOUN fis-205 231 39 causes cause VERB fis-205 231 40 the the DET fis-205 231 41 maximum maximum ADJ fis-205 231 42 plastic plastic ADJ fis-205 231 43 radius radius NOUN fis-205 231 44 to to PART fis-205 231 45 coincide coincide VERB fis-205 231 46 with with ADP fis-205 231 47 the the DET fis-205 231 48 interface interface NOUN fis-205 231 49 line line NOUN fis-205 231 50 . . PUNCT fis-205 232 1 the the DET fis-205 232 2 plastic plastic ADJ fis-205 232 3 length length NOUN fis-205 232 4 along along ADP fis-205 232 5 the the DET fis-205 232 6 interface interface NOUN fis-205 232 7 then then ADV fis-205 232 8 decreases decrease VERB fis-205 232 9 for for ADP fis-205 232 10 stronger strong ADJ fis-205 232 11 loads load NOUN fis-205 232 12 , , PUNCT fis-205 232 13 because because SCONJ fis-205 232 14 the the DET fis-205 232 15 maximum maximum ADJ fis-205 232 16 plastic plastic ADJ fis-205 232 17 radius radius NOUN fis-205 232 18 rotates rotate VERB fis-205 232 19 away away ADV fis-205 232 20 from from ADP fis-205 232 21 the the DET fis-205 232 22 line line NOUN fis-205 232 23 corresponding correspond VERB fis-205 232 24 to to ADP fis-205 232 25 the the DET fis-205 232 26 frictional frictional ADJ fis-205 232 27 interface interface NOUN fis-205 232 28 . . PUNCT fis-205 233 1 t t PROPN fis-205 233 2 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 234 1 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 234 2 d. d. PROPN fis-205 234 3 a. a. PROPN fis-205 234 4 hills hills PROPN fis-205 234 5 et et PROPN fis-205 234 6 aliii aliii NOUN fis-205 234 7 , , PUNCT fis-205 234 8 frattura frattura PROPN fis-205 234 9 ed ed PROPN fis-205 234 10 integrità integrità PROPN fis-205 234 11 strutturale strutturale PROPN fis-205 234 12 , , PUNCT fis-205 234 13 25 25 NUM fis-205 234 14 ( ( PUNCT fis-205 234 15 2013 2013 NUM fis-205 234 16 ) ) PUNCT fis-205 234 17 27 27 NUM fis-205 234 18 - - SYM fis-205 234 19 35 35 NUM fis-205 234 20 ; ; PUNCT fis-205 234 21 doi doi NOUN fis-205 234 22 : : PUNCT fis-205 234 23 10.3221 10.3221 NUM fis-205 234 24 / / SYM fis-205 234 25 igf igf PROPN fis-205 234 26 - - PUNCT fis-205 234 27 esis.25.05 esis.25.05 ADJ fis-205 234 28 33 33 NUM fis-205 234 29 figure figure NOUN fis-205 234 30 4 4 NUM fis-205 234 31 : : PUNCT fis-205 234 32 a a DET fis-205 234 33 plot plot NOUN fis-205 234 34 showing show VERB fis-205 234 35 the the DET fis-205 234 36 size size NOUN fis-205 234 37 of of ADP fis-205 234 38 the the DET fis-205 234 39 plastic plastic NOUN fis-205 234 40 zone zone NOUN fis-205 234 41 p p NOUN fis-205 234 42 0x 0x PROPN fis-205 234 43 / / SYM fis-205 235 1 d d NOUN fis-205 235 2 , , PUNCT fis-205 235 3 as as ADP fis-205 235 4 a a DET fis-205 235 5 function function NOUN fis-205 235 6 of of ADP fis-205 235 7 strength strength NOUN fis-205 235 8 of of ADP fis-205 235 9 the the DET fis-205 235 10 applied apply VERB fis-205 235 11 load load NOUN fis-205 235 12 0 0 NUM fis-205 235 13 g g NOUN fis-205 235 14 / / SYM fis-205 235 15 k k PROPN fis-205 235 16 , , PUNCT fis-205 235 17 for for ADP fis-205 235 18 example example NOUN fis-205 235 19 punch punch VERB fis-205 235 20 angles angle NOUN fis-205 235 21 of of ADP fis-205 235 22   PROPN fis-205 235 23 60 60 PROPN fis-205 235 24 , , PUNCT fis-205 235 25 90 90 NUM fis-205 235 26 , , PUNCT fis-205 235 27 120 120 NUM fis-205 235 28   NUM fis-205 235 29   PROPN fis-205 235 30   X fis-205 235 31   NOUN fis-205 235 32 , , PUNCT fis-205 235 33 shown show VERB fis-205 235 34 in in ADP fis-205 235 35 red red ADJ fis-205 235 36 , , PUNCT fis-205 235 37 black black ADJ fis-205 235 38 , , PUNCT fis-205 235 39 and and CCONJ fis-205 235 40 blue blue ADJ fis-205 235 41 , , PUNCT fis-205 235 42 respectively respectively ADV fis-205 235 43 . . PUNCT fis-205 236 1 determination determination NOUN fis-205 236 2 of of ADP fis-205 236 3 the the DET fis-205 236 4 dominant dominant ADJ fis-205 236 5 slip slip NOUN fis-205 236 6 process process NOUN fis-205 236 7 : : PUNCT fis-205 236 8 plastic plastic NOUN fis-205 236 9 vs. vs. ADP fis-205 236 10 frictional frictional ADJ fis-205 236 11 e e NOUN fis-205 236 12 have have AUX fis-205 236 13 described describe VERB fis-205 236 14 how how SCONJ fis-205 236 15 to to PART fis-205 236 16 calculate calculate VERB fis-205 236 17 the the DET fis-205 236 18 relative relative ADJ fis-205 236 19 sizes size NOUN fis-205 236 20 of of ADP fis-205 236 21 the the DET fis-205 236 22 implied imply VERB fis-205 236 23 regions region NOUN fis-205 236 24 of of ADP fis-205 236 25 adhesion adhesion NOUN fis-205 236 26 , , PUNCT fis-205 236 27 slip slip NOUN fis-205 236 28 , , PUNCT fis-205 236 29 and and CCONJ fis-205 236 30 separation separation NOUN fis-205 236 31 , , PUNCT fis-205 236 32 and and CCONJ fis-205 236 33 also also ADV fis-205 236 34 how how SCONJ fis-205 236 35 the the DET fis-205 236 36 size size NOUN fis-205 236 37 of of ADP fis-205 236 38 the the DET fis-205 236 39 plastic plastic NOUN fis-205 236 40 zone zone NOUN fis-205 236 41 specified specify VERB fis-205 236 42 along along ADP fis-205 236 43 the the DET fis-205 236 44 interface interface NOUN fis-205 236 45 line line NOUN fis-205 236 46 scales scale NOUN fis-205 236 47 with with ADP fis-205 236 48 remote remote ADJ fis-205 236 49 load load NOUN fis-205 236 50 , , PUNCT fis-205 236 51 so so SCONJ fis-205 236 52 we we PRON fis-205 236 53 are be AUX fis-205 236 54 in in ADP fis-205 236 55 a a DET fis-205 236 56 position position NOUN fis-205 236 57 to to PART fis-205 236 58 address address VERB fis-205 236 59 the the DET fis-205 236 60 question question NOUN fis-205 236 61 that that PRON fis-205 236 62 motivated motivate VERB fis-205 236 63 this this DET fis-205 236 64 analysis analysis NOUN fis-205 236 65 ; ; PUNCT fis-205 236 66 " " PUNCT fis-205 236 67 when when SCONJ fis-205 236 68 is be AUX fis-205 236 69 the the DET fis-205 236 70 frictional frictional ADJ fis-205 236 71 slip slip NOUN fis-205 236 72 enveloped envelop VERB fis-205 236 73 by by ADP fis-205 236 74 plastic plastic ADJ fis-205 236 75 slip slip NOUN fis-205 236 76 , , PUNCT fis-205 236 77 so so SCONJ fis-205 236 78 that that SCONJ fis-205 236 79 the the DET fis-205 236 80 corner corner NOUN fis-205 236 81 is be AUX fis-205 236 82 effectively effectively ADV fis-205 236 83 a a DET fis-205 236 84 notch notch NOUN fis-205 236 85 in in ADP fis-205 236 86 a a DET fis-205 236 87 monolithic monolithic ADJ fis-205 236 88 material material NOUN fis-205 236 89 ? ? PUNCT fis-205 236 90 " " PUNCT fis-205 237 1 the the DET fis-205 237 2 first first ADJ fis-205 237 3 thing thing NOUN fis-205 237 4 to to PART fis-205 237 5 be be AUX fis-205 237 6 said say VERB fis-205 237 7 on on ADP fis-205 237 8 this this DET fis-205 237 9 issue issue NOUN fis-205 237 10 is be AUX fis-205 237 11 that that SCONJ fis-205 237 12 , , PUNCT fis-205 237 13 if if SCONJ fis-205 237 14 frictional frictional ADJ fis-205 237 15 slip slip NOUN fis-205 237 16 is be AUX fis-205 237 17 implied imply VERB fis-205 237 18 to to PART fis-205 237 19 extend extend VERB fis-205 237 20 out out ADP fis-205 237 21 past past ADP fis-205 237 22 the the DET fis-205 237 23 mode mode PROPN fis-205 237 24 ii ii PROPN fis-205 237 25 region region NOUN fis-205 237 26 of of ADP fis-205 237 27 the the DET fis-205 237 28 solution solution NOUN fis-205 237 29 and and CCONJ fis-205 237 30 into into ADP fis-205 237 31 the the DET fis-205 237 32 region region NOUN fis-205 237 33 where where SCONJ fis-205 237 34 bounded bounded ADJ fis-205 237 35 terms term NOUN fis-205 237 36 control control VERB fis-205 237 37 the the DET fis-205 237 38 behaviour behaviour NOUN fis-205 237 39 of of ADP fis-205 237 40 the the DET fis-205 237 41 contact contact NOUN fis-205 237 42 , , PUNCT fis-205 237 43 then then ADV fis-205 237 44 whether whether SCONJ fis-205 237 45 or or CCONJ fis-205 237 46 not not PART fis-205 237 47 the the DET fis-205 237 48 plastic plastic NOUN fis-205 237 49 zone zone NOUN fis-205 237 50 fully fully ADV fis-205 237 51 envelops envelop VERB fis-205 237 52 the the DET fis-205 237 53 zone zone NOUN fis-205 237 54 of of ADP fis-205 237 55 frictional frictional ADJ fis-205 237 56 slip slip NOUN fis-205 237 57 at at ADP fis-205 237 58 the the DET fis-205 237 59 edge edge NOUN fis-205 237 60 of of ADP fis-205 237 61 contact contact NOUN fis-205 237 62 can can AUX fis-205 237 63 not not PART fis-205 237 64 be be AUX fis-205 237 65 determined determine VERB fis-205 237 66 through through ADP fis-205 237 67 examination examination NOUN fis-205 237 68 of of ADP fis-205 237 69 the the DET fis-205 237 70 implications implication NOUN fis-205 237 71 williams william NOUN fis-205 237 72 ' ' PART fis-205 237 73 asymptotic asymptotic ADJ fis-205 237 74 solution solution NOUN fis-205 237 75 . . PUNCT fis-205 238 1 to to PART fis-205 238 2 find find VERB fis-205 238 3 out out ADP fis-205 238 4 when when SCONJ fis-205 238 5 this this DET fis-205 238 6 condition condition NOUN fis-205 238 7 obtains obtain VERB fis-205 238 8 we we PRON fis-205 238 9 consider consider VERB fis-205 238 10 the the DET fis-205 238 11 value value NOUN fis-205 238 12 of of ADP fis-205 238 13 the the DET fis-205 238 14 implied imply VERB fis-205 238 15 traction traction NOUN fis-205 238 16 ratio ratio NOUN fis-205 238 17 in in ADP fis-205 238 18 the the DET fis-205 238 19 mode mode PROPN fis-205 238 20 ii ii PROPN fis-205 238 21 region region NOUN fis-205 238 22 , , PUNCT fis-205 238 23 which which PRON fis-205 238 24 , , PUNCT fis-205 238 25 for for ADP fis-205 238 26 the the DET fis-205 238 27 example example NOUN fis-205 238 28 punch punch VERB fis-205 238 29 angles angle NOUN fis-205 238 30 of of ADP fis-205 238 31   PROPN fis-205 238 32 60 60 PROPN fis-205 238 33 , , PUNCT fis-205 238 34 90 90 NUM fis-205 238 35 , , PUNCT fis-205 238 36 120 120 NUM fis-205 238 37   NUM fis-205 238 38   PROPN fis-205 238 39   X fis-205 238 40   NOUN fis-205 238 41 , , PUNCT fis-205 238 42 is be AUX fis-205 238 43   PROPN fis-205 238 44 0.3224 0.3224 NOUN fis-205 238 45 , , PUNCT fis-205 238 46     SPACE fis-205 238 47 0.2189 0.2189 NUM fis-205 238 48 , , PUNCT fis-205 238 49     SPACE fis-205 238 50 0.8500ii 0.8500ii NUM fis-205 239 1 rg rg NOUN fis-205 239 2   PROPN fis-205 239 3   PROPN fis-205 239 4   PROPN fis-205 239 5   NOUN fis-205 239 6 , , PUNCT fis-205 239 7 respectively respectively ADV fis-205 239 8 . . PUNCT fis-205 240 1 thus thus ADV fis-205 240 2 , , PUNCT fis-205 240 3 if if SCONJ fis-205 240 4 the the DET fis-205 240 5 coefficient coefficient NOUN fis-205 240 6 of of ADP fis-205 240 7 friction friction NOUN fis-205 240 8 is be AUX fis-205 240 9 less less ADJ fis-205 240 10 than than ADP fis-205 240 11 the the DET fis-205 240 12 absolute absolute ADJ fis-205 240 13 value value NOUN fis-205 240 14 of of ADP fis-205 240 15 this this DET fis-205 240 16 implied imply VERB fis-205 240 17 traction traction NOUN fis-205 240 18 ratio ratio NOUN fis-205 240 19 , , PUNCT fis-205 240 20 i.e. i.e. X fis-205 240 21 if if SCONJ fis-205 240 22 ii ii PROPN fis-205 240 23 rf rf VERB fis-205 240 24 g g PROPN fis-205 240 25   PROPN fis-205 240 26 , , PUNCT fis-205 240 27 then then ADV fis-205 240 28 the the DET fis-205 240 29 question question NOUN fis-205 240 30 of of ADP fis-205 240 31 whether whether SCONJ fis-205 240 32 or or CCONJ fis-205 240 33 not not PART fis-205 240 34 the the DET fis-205 240 35 frictional frictional ADJ fis-205 240 36 slip slip NOUN fis-205 240 37 zone zone NOUN fis-205 240 38 is be AUX fis-205 240 39 enveloped envelop VERB fis-205 240 40 by by ADP fis-205 240 41 plasticity plasticity NOUN fis-205 240 42 can can AUX fis-205 240 43 not not PART fis-205 240 44 be be AUX fis-205 240 45 determined determine VERB fis-205 240 46 by by ADP fis-205 240 47 consideration consideration NOUN fis-205 240 48 of of ADP fis-205 240 49 williams williams PROPN fis-205 240 50 ' ' PART fis-205 240 51 asymptote asymptote NOUN fis-205 240 52 . . PUNCT fis-205 241 1 if if SCONJ fis-205 241 2 , , PUNCT fis-205 241 3 however however ADV fis-205 241 4 , , PUNCT fis-205 241 5 slip slip NOUN fis-205 241 6 is be AUX fis-205 241 7 not not PART fis-205 241 8 implied imply VERB fis-205 241 9 to to PART fis-205 241 10 extend extend VERB fis-205 241 11 past past ADP fis-205 241 12 the the DET fis-205 241 13 mode mode PROPN fis-205 241 14 ii ii PROPN fis-205 241 15 region region NOUN fis-205 241 16 of of ADP fis-205 241 17 the the DET fis-205 241 18 solution solution NOUN fis-205 241 19 , , PUNCT fis-205 241 20 and and CCONJ fis-205 241 21 is be AUX fis-205 241 22 contained contain VERB fis-205 241 23 within within ADP fis-205 241 24 the the DET fis-205 241 25 asymptote asymptote NOUN fis-205 241 26 , , PUNCT fis-205 241 27 i.e. i.e. X fis-205 241 28 if if SCONJ fis-205 241 29 ii ii PROPN fis-205 241 30 rf rf VERB fis-205 241 31 g g PROPN fis-205 241 32   PROPN fis-205 241 33 , , PUNCT fis-205 241 34 then then ADV fis-205 241 35 further further ADJ fis-205 241 36 examination examination NOUN fis-205 241 37 of of ADP fis-205 241 38 the the DET fis-205 241 39 implications implication NOUN fis-205 241 40 of of ADP fis-205 241 41 williams williams PROPN fis-205 241 42 ' ' PART fis-205 241 43 solution solution NOUN fis-205 241 44 is be AUX fis-205 241 45 merited merit VERB fis-205 241 46 . . PUNCT fis-205 242 1 for for ADP fis-205 242 2 cases case NOUN fis-205 242 3 when when SCONJ fis-205 242 4 ii ii PROPN fis-205 242 5 rf rf NOUN fis-205 242 6 g g PROPN fis-205 242 7   PROPN fis-205 242 8 and and CCONJ fis-205 242 9 thus thus ADV fis-205 242 10 adhesion adhesion NOUN fis-205 242 11 is be AUX fis-205 242 12 implied imply VERB fis-205 242 13 in in ADP fis-205 242 14 the the DET fis-205 242 15 mode mode PROPN fis-205 242 16 ii ii PROPN fis-205 242 17 region region NOUN fis-205 242 18 of of ADP fis-205 242 19 the the DET fis-205 242 20 solution solution NOUN fis-205 242 21 , , PUNCT fis-205 242 22 we we PRON fis-205 242 23 can can AUX fis-205 242 24 calculate calculate VERB fis-205 242 25 the the DET fis-205 242 26 strength strength NOUN fis-205 242 27 of of ADP fis-205 242 28 load load NOUN fis-205 242 29 required require VERB fis-205 242 30 to to PART fis-205 242 31 imply imply VERB fis-205 242 32 a a DET fis-205 242 33 plastic plastic NOUN fis-205 242 34 zone zone NOUN fis-205 242 35 of of ADP fis-205 242 36 equal equal ADJ fis-205 242 37 size size NOUN fis-205 242 38 to to ADP fis-205 242 39 the the DET fis-205 242 40 implied imply VERB fis-205 242 41 zone zone NOUN fis-205 242 42 of of ADP fis-205 242 43 frictional frictional ADJ fis-205 242 44 slip slip NOUN fis-205 242 45 . . PUNCT fis-205 243 1 this this PRON fis-205 243 2 is be AUX fis-205 243 3 achieved achieve VERB fis-205 243 4 by by ADP fis-205 243 5 setting set VERB fis-205 243 6   NOUN fis-205 243 7   PUNCT fis-205 243 8   NOUN fis-205 244 1 0 0 NOUN fis-205 244 2 0/ 0/ NUM fis-205 244 3 /p /p PUNCT fis-205 245 1 sx sx PROPN fis-205 245 2 d d NOUN fis-205 245 3 x x PROPN fis-205 245 4 d d PROPN fis-205 245 5 in in ADP fis-205 245 6 eq eq ADP fis-205 245 7 . . PUNCT fis-205 246 1 ( ( PUNCT fis-205 246 2 25 25 NUM fis-205 246 3 ) ) PUNCT fis-205 246 4 , , PUNCT fis-205 246 5 and and CCONJ fis-205 246 6 solving solve VERB fis-205 246 7 for for ADP fis-205 246 8 the the DET fis-205 246 9 value value NOUN fis-205 246 10 of of ADP fis-205 246 11 0 0 NUM fis-205 246 12 /g /g SYM fis-205 247 1 k k X fis-205 247 2 . . PUNCT fis-205 248 1 the the DET fis-205 248 2 result result NOUN fis-205 248 3 of of ADP fis-205 248 4 this this DET fis-205 248 5 calculation calculation NOUN fis-205 248 6 is be AUX fis-205 248 7 plotted plot VERB fis-205 248 8 against against ADP fis-205 248 9 the the DET fis-205 248 10 coefficient coefficient NOUN fis-205 248 11 of of ADP fis-205 248 12 friction friction NOUN fis-205 248 13 f f X fis-205 248 14 , , PUNCT fis-205 248 15 for for ADP fis-205 248 16 punch punch VERB fis-205 248 17 angles angle NOUN fis-205 248 18 of of ADP fis-205 248 19   PROPN fis-205 248 20 60 60 PROPN fis-205 248 21 , , PUNCT fis-205 248 22 90 90 NUM fis-205 248 23 , , PUNCT fis-205 248 24 120 120 NUM fis-205 248 25   NUM fis-205 248 26   PROPN fis-205 248 27   X fis-205 248 28   NOUN fis-205 248 29 , , PUNCT fis-205 248 30 in in ADP fis-205 248 31 fig fig NOUN fis-205 248 32 . . PUNCT fis-205 249 1 5 5 X fis-205 249 2 . . X fis-205 249 3 also also ADV fis-205 249 4 plotted plot VERB fis-205 249 5 in in ADP fis-205 249 6 fig fig NOUN fis-205 249 7 . . PUNCT fis-205 250 1 5 5 NUM fis-205 250 2 , , PUNCT fis-205 250 3 are be AUX fis-205 250 4 three three NUM fis-205 250 5 horizontal horizontal ADJ fis-205 250 6 dashed dash VERB fis-205 250 7 lines line NOUN fis-205 250 8 showing show VERB fis-205 250 9 the the DET fis-205 250 10 values value NOUN fis-205 250 11 of of ADP fis-205 250 12 ii ii NOUN fis-205 250 13 rg rg VERB fis-205 250 14   PROPN fis-205 250 15 for for ADP fis-205 250 16 the the DET fis-205 250 17 three three NUM fis-205 250 18 punch punch NOUN fis-205 250 19 angles angle NOUN fis-205 250 20 considered consider VERB fis-205 250 21 . . PUNCT fis-205 251 1 this this DET fis-205 251 2 information information NOUN fis-205 251 3 is be AUX fis-205 251 4 added add VERB fis-205 251 5 because because SCONJ fis-205 251 6 , , PUNCT fis-205 251 7 as as SCONJ fis-205 251 8 stated state VERB fis-205 251 9 above above ADV fis-205 251 10 , , PUNCT fis-205 251 11 if if SCONJ fis-205 251 12 the the DET fis-205 251 13 coefficient coefficient NOUN fis-205 251 14 of of ADP fis-205 251 15 friction friction NOUN fis-205 251 16 is be AUX fis-205 251 17 less less ADJ fis-205 251 18 than than ADP fis-205 251 19 this this DET fis-205 251 20 value value NOUN fis-205 251 21 , , PUNCT fis-205 251 22 i.e. i.e. X fis-205 251 23 if if SCONJ fis-205 251 24 ii ii PROPN fis-205 251 25 rf rf VERB fis-205 251 26 g g PROPN fis-205 251 27   NOUN fis-205 251 28 , , PUNCT fis-205 251 29 then then ADV fis-205 251 30 slip slip NOUN fis-205 251 31 is be AUX fis-205 251 32 implied imply VERB fis-205 251 33 to to PART fis-205 251 34 extend extend VERB fis-205 251 35 outside outside ADP fis-205 251 36 the the DET fis-205 251 37 region region NOUN fis-205 251 38 controlled control VERB fis-205 251 39 by by ADP fis-205 251 40 the the DET fis-205 251 41 asymptote asymptote NOUN fis-205 251 42 , , PUNCT fis-205 251 43 and and CCONJ fis-205 251 44 the the DET fis-205 251 45 magnitude magnitude NOUN fis-205 251 46 of of ADP fis-205 251 47 load load NOUN fis-205 251 48 required require VERB fis-205 251 49 to to PART fis-205 251 50 imply imply VERB fis-205 251 51 a a DET fis-205 251 52 process process NOUN fis-205 251 53 zone zone NOUN fis-205 251 54 of of ADP fis-205 251 55 equal equal ADJ fis-205 251 56 size size NOUN fis-205 251 57 to to ADP fis-205 251 58 the the DET fis-205 251 59 frictional frictional ADJ fis-205 251 60 slip slip NOUN fis-205 251 61 zone zone NOUN fis-205 251 62 can can AUX fis-205 251 63 not not PART fis-205 251 64 be be AUX fis-205 251 65 calculated calculate VERB fis-205 251 66 within within ADP fis-205 251 67 the the DET fis-205 251 68 asymptote asymptote NOUN fis-205 251 69 . . PUNCT fis-205 252 1 the the DET fis-205 252 2 solid solid ADJ fis-205 252 3 lines line NOUN fis-205 252 4 in in ADP fis-205 252 5 fig fig NOUN fis-205 252 6 . . PUNCT fis-205 253 1 5 5 NUM fis-205 253 2 plot plot NOUN fis-205 253 3 the the DET fis-205 253 4 magnitude magnitude NOUN fis-205 253 5 of of ADP fis-205 253 6 load load NOUN fis-205 253 7 0 0 NUM fis-205 253 8 /g /g SYM fis-205 254 1 k k X fis-205 254 2 , , PUNCT fis-205 254 3 that that PRON fis-205 254 4 results result VERB fis-205 254 5 in in ADP fis-205 254 6 the the DET fis-205 254 7 conditions condition NOUN fis-205 254 8   NOUN fis-205 254 9   SYM fis-205 254 10   NOUN fis-205 255 1 0 0 NOUN fis-205 255 2 0/ 0/ NUM fis-205 255 3 /p /p PUNCT fis-205 256 1 sx sx PROPN fis-205 256 2 d d NOUN fis-205 256 3 x x X fis-205 256 4 d d PROPN fis-205 256 5 and and CCONJ fis-205 256 6 ii ii PROPN fis-205 256 7 rf rf PROPN fis-205 256 8 g g PROPN fis-205 256 9   PROPN fis-205 256 10 both both PRON fis-205 256 11 being be AUX fis-205 256 12 met meet VERB fis-205 256 13 , , PUNCT fis-205 256 14 while while SCONJ fis-205 256 15 the the DET fis-205 256 16 dotted dotted ADJ fis-205 256 17 lines line NOUN fis-205 256 18 plot plot VERB fis-205 256 19 the the DET fis-205 256 20 value value NOUN fis-205 256 21 of of ADP fis-205 256 22 0 0 NUM fis-205 256 23 /g /g PUNCT fis-205 257 1 k k NOUN fis-205 257 2 that that PRON fis-205 257 3 result result VERB fis-205 257 4 in in ADP fis-205 257 5 only only ADV fis-205 257 6 the the DET fis-205 257 7 first first ADJ fis-205 257 8 condition condition NOUN fis-205 257 9 being be AUX fis-205 257 10 satisfied satisfied ADJ fis-205 257 11 . . PUNCT fis-205 258 1 so so ADV fis-205 258 2 , , PUNCT fis-205 258 3 for for ADP fis-205 258 4 loads load NOUN fis-205 258 5 greater great ADJ fis-205 258 6 in in ADP fis-205 258 7 strength strength NOUN fis-205 258 8 than than ADP fis-205 258 9 the the DET fis-205 258 10 solid solid ADJ fis-205 258 11 line line NOUN fis-205 258 12 in in ADP fis-205 258 13 fig fig NOUN fis-205 258 14 . . PUNCT fis-205 259 1 5 5 NUM fis-205 259 2 , , PUNCT fis-205 259 3 slip slip NOUN fis-205 259 4 is be AUX fis-205 259 5 implied imply VERB fis-205 259 6 only only ADV fis-205 259 7 in in ADP fis-205 259 8 the the DET fis-205 259 9 mode mode NOUN fis-205 259 10 i i PRON fis-205 259 11 dominated dominate VERB fis-205 259 12 region region NOUN fis-205 259 13 ( ( PUNCT fis-205 259 14 because because SCONJ fis-205 259 15 ii ii PROPN fis-205 259 16 rf rf VERB fis-205 259 17 g g PROPN fis-205 259 18   PROPN fis-205 259 19 ) ) PUNCT fis-205 259 20 , , PUNCT fis-205 259 21 and and CCONJ fis-205 259 22 the the DET fis-205 259 23 process process NOUN fis-205 259 24 zone zone NOUN fis-205 259 25 is be AUX fis-205 259 26 implied imply VERB fis-205 259 27 to to PART fis-205 259 28 be be AUX fis-205 259 29 larger large ADJ fis-205 259 30 than than ADP fis-205 259 31 the the DET fis-205 259 32 slip slip NOUN fis-205 259 33 zone zone NOUN fis-205 259 34 in in ADP fis-205 259 35 this this DET fis-205 259 36 region region NOUN fis-205 259 37 . . PUNCT fis-205 260 1 thus thus ADV fis-205 260 2 , , PUNCT fis-205 260 3 in in ADP fis-205 260 4 this this DET fis-205 260 5 case case NOUN fis-205 260 6 the the DET fis-205 260 7 contact contact NOUN fis-205 260 8 is be AUX fis-205 260 9 expected expect VERB fis-205 260 10 to to PART fis-205 260 11 behave behave VERB fis-205 260 12 like like ADP fis-205 260 13 a a DET fis-205 260 14 notch notch NOUN fis-205 260 15 . . PUNCT fis-205 261 1 for for ADP fis-205 261 2 loads load NOUN fis-205 261 3 greater great ADJ fis-205 261 4 than than ADP fis-205 261 5 the the DET fis-205 261 6 dotted dotted ADJ fis-205 261 7 lines line NOUN fis-205 261 8 in in ADP fis-205 261 9 fig fig NOUN fis-205 261 10 . . PUNCT fis-205 262 1 5 5 NUM fis-205 262 2 , , PUNCT fis-205 262 3 which which PRON fis-205 262 4 60 60 NUM fis-205 262 5 ° ° NUM fis-205 262 6 90 90 NUM fis-205 262 7 ° ° NOUN fis-205 262 8 120 120 NUM fis-205 262 9 ° ° NOUN fis-205 262 10 1 1 NUM fis-205 262 11 2 2 NUM fis-205 262 12 3 3 NUM fis-205 262 13 4 4 NUM fis-205 262 14 5 5 NUM fis-205 262 15 x x SYM fis-205 262 16 p p NOUN fis-205 262 17 d0 d0 NOUN fis-205 262 18 0.2 0.2 NUM fis-205 262 19 0.4 0.4 NUM fis-205 262 20 0.6 0.6 NUM fis-205 262 21 0.8 0.8 NUM fis-205 262 22 1.0 1.0 NUM fis-205 262 23 1.2 1.2 NUM fis-205 262 24 1.4 1.4 NUM fis-205 262 25 g0 g0 PROPN fis-205 262 26 k k PROPN fis-205 262 27 w w PROPN fis-205 262 28 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 262 29 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true PROPN fis-205 262 30 d. d. PROPN fis-205 262 31 a. a. PROPN fis-205 262 32 hills hills PROPN fis-205 262 33 et et PROPN fis-205 262 34 alii alii PROPN fis-205 262 35 , , PUNCT fis-205 262 36 frattura frattura PROPN fis-205 262 37 ed ed PROPN fis-205 262 38 integrità integrità PROPN fis-205 262 39 strutturale strutturale PROPN fis-205 262 40 , , PUNCT fis-205 262 41 25 25 NUM fis-205 262 42 ( ( PUNCT fis-205 262 43 2013 2013 NUM fis-205 262 44 ) ) PUNCT fis-205 262 45 27 27 NUM fis-205 262 46 - - SYM fis-205 262 47 35 35 NUM fis-205 262 48 ; ; PUNCT fis-205 262 49 doi doi NOUN fis-205 262 50 : : PUNCT fis-205 262 51 10.3221 10.3221 NUM fis-205 262 52 / / SYM fis-205 262 53 igf igf PROPN fis-205 262 54 - - PUNCT fis-205 262 55 esis.25.05 esis.25.05 NOUN fis-205 262 56 34 34 NUM fis-205 262 57 are be AUX fis-205 262 58 in in ADP fis-205 262 59 the the DET fis-205 262 60 range range NOUN fis-205 262 61 ii ii PROPN fis-205 262 62 rf rf VERB fis-205 262 63 g g PROPN fis-205 262 64   NOUN fis-205 262 65 , , PUNCT fis-205 262 66 the the DET fis-205 262 67 process process NOUN fis-205 262 68 zone zone NOUN fis-205 262 69 is be AUX fis-205 262 70 implied imply VERB fis-205 262 71 to to PART fis-205 262 72 be be AUX fis-205 262 73 as as ADV fis-205 262 74 large large ADJ fis-205 262 75 as as ADP fis-205 262 76 the the DET fis-205 262 77 slip slip NOUN fis-205 262 78 zone zone NOUN fis-205 262 79 in in ADP fis-205 262 80 the the DET fis-205 262 81 mode mode NOUN fis-205 262 82 i i PRON fis-205 262 83 dominated dominate VERB fis-205 262 84 region region NOUN fis-205 262 85 , , PUNCT fis-205 262 86 but but CCONJ fis-205 262 87 a a DET fis-205 262 88 second second ADJ fis-205 262 89 slip slip NOUN fis-205 262 90 zone zone NOUN fis-205 262 91 is be AUX fis-205 262 92 implied imply VERB fis-205 262 93 to to PART fis-205 262 94 extend extend VERB fis-205 262 95 past past ADP fis-205 262 96 the the DET fis-205 262 97 mode mode PROPN fis-205 262 98 ii ii PROPN fis-205 262 99 dominated dominate VERB fis-205 262 100 region region NOUN fis-205 262 101 . . PUNCT fis-205 263 1 these these DET fis-205 263 2 dotted dotted ADJ fis-205 263 3 lines line NOUN fis-205 263 4 are be AUX fis-205 263 5 included include VERB fis-205 263 6 in in ADP fis-205 263 7 the the DET fis-205 263 8 figure figure NOUN fis-205 263 9 to to PART fis-205 263 10 distinguish distinguish VERB fis-205 263 11 between between ADP fis-205 263 12 cases case NOUN fis-205 263 13 in in ADP fis-205 263 14 which which PRON fis-205 263 15 the the DET fis-205 263 16 slip slip NOUN fis-205 263 17 zone zone NOUN fis-205 263 18 in in ADP fis-205 263 19 the the DET fis-205 263 20 mode mode NOUN fis-205 263 21 i i PRON fis-205 263 22 dominated dominate VERB fis-205 263 23 region region NOUN fis-205 263 24 is be AUX fis-205 263 25 fully fully ADV fis-205 263 26 enveloped envelop VERB fis-205 263 27 by by ADP fis-205 263 28 plasticity plasticity NOUN fis-205 263 29 at at ADP fis-205 263 30 a a DET fis-205 263 31 coefficient coefficient NOUN fis-205 263 32 of of ADP fis-205 263 33 friction friction NOUN fis-205 263 34 below below ADP fis-205 263 35 ii ii PROPN fis-205 263 36 rg rg PROPN fis-205 263 37   PROPN fis-205 263 38 , , PUNCT fis-205 263 39 which which PRON fis-205 263 40 implies imply VERB fis-205 263 41 that that SCONJ fis-205 263 42 for for SCONJ fis-205 263 43 coefficients coefficient NOUN fis-205 263 44 of of ADP fis-205 263 45 friction friction NOUN fis-205 263 46 greater great ADJ fis-205 263 47 than than ADP fis-205 263 48 ii ii PROPN fis-205 263 49 rg rg NOUN fis-205 263 50   NOUN fis-205 263 51 there there PRON fis-205 263 52 will will AUX fis-205 263 53 be be AUX fis-205 263 54 no no DET fis-205 263 55 slip slip NOUN fis-205 263 56 , , PUNCT fis-205 263 57 from from ADP fis-205 263 58 the the DET fis-205 263 59 cases case NOUN fis-205 263 60 in in ADP fis-205 263 61 which which PRON fis-205 263 62 the the DET fis-205 263 63 magnitude magnitude NOUN fis-205 263 64 of of ADP fis-205 263 65 load load NOUN fis-205 263 66 required require VERB fis-205 263 67 to to PART fis-205 263 68 envelop envelop VERB fis-205 263 69 the the DET fis-205 263 70 slip slip NOUN fis-205 263 71 zone zone NOUN fis-205 263 72 in in ADP fis-205 263 73 the the DET fis-205 263 74 mode mode NOUN fis-205 263 75 i i PRON fis-205 263 76 dominated dominate VERB fis-205 263 77 region region NOUN fis-205 263 78 does do AUX fis-205 263 79 not not PART fis-205 263 80 appear appear VERB fis-205 263 81 on on ADP fis-205 263 82 the the DET fis-205 263 83 plot plot NOUN fis-205 263 84 , , PUNCT fis-205 263 85 which which PRON fis-205 263 86 implies imply VERB fis-205 263 87 that that SCONJ fis-205 263 88 , , PUNCT fis-205 263 89 for for ADP fis-205 263 90 the the DET fis-205 263 91 range range NOUN fis-205 263 92 of of ADP fis-205 263 93 load load NOUN fis-205 263 94 shown show VERB fis-205 263 95 in in ADP fis-205 263 96 the the DET fis-205 263 97 figure figure NOUN fis-205 263 98 , , PUNCT fis-205 263 99 the the DET fis-205 263 100 slip slip NOUN fis-205 263 101 zone zone NOUN fis-205 263 102 is be AUX fis-205 263 103 larger large ADJ fis-205 263 104 than than ADP fis-205 263 105 the the DET fis-205 263 106 process process NOUN fis-205 263 107 zone zone NOUN fis-205 263 108 and and CCONJ fis-205 263 109 that that SCONJ fis-205 263 110 the the DET fis-205 263 111 contact contact NOUN fis-205 263 112 will will AUX fis-205 263 113 slip slip VERB fis-205 263 114 . . PUNCT fis-205 264 1 the the DET fis-205 264 2 curves curve NOUN fis-205 264 3 in in ADP fis-205 264 4 fig fig NOUN fis-205 264 5 . . PUNCT fis-205 265 1 5 5 NUM fis-205 265 2 corresponding correspond VERB fis-205 265 3 to to ADP fis-205 265 4 the the DET fis-205 265 5 case case NOUN fis-205 265 6 120 120 NUM fis-205 265 7   NUM fis-205 265 8   NOUN fis-205 265 9 ( ( PUNCT fis-205 265 10 shown show VERB fis-205 265 11 in in ADP fis-205 265 12 blue blue ADJ fis-205 265 13 ) ) PUNCT fis-205 265 14 illustrate illustrate VERB fis-205 265 15 these these DET fis-205 265 16 two two NUM fis-205 265 17 distinct distinct ADJ fis-205 265 18 possibilities possibility NOUN fis-205 265 19 ; ; PUNCT fis-205 265 20 when when SCONJ fis-205 265 21 ik ik PROPN fis-205 265 22 and and CCONJ fis-205 265 23 iik iik PROPN fis-205 265 24 are be AUX fis-205 265 25 both both ADV fis-205 265 26 positive positive ADJ fis-205 265 27 ( ( PUNCT fis-205 265 28 left left ADJ fis-205 265 29 ) ) PUNCT fis-205 265 30 neither neither CCONJ fis-205 265 31 dotted dotted ADJ fis-205 265 32 nor nor CCONJ fis-205 265 33 solid solid ADJ fis-205 265 34 lines line NOUN fis-205 265 35 appear appear VERB fis-205 265 36 on on ADP fis-205 265 37 the the DET fis-205 265 38 plot plot NOUN fis-205 265 39 and and CCONJ fis-205 265 40 the the DET fis-205 265 41 slip slip NOUN fis-205 265 42 zone zone NOUN fis-205 265 43 is be AUX fis-205 265 44 implied imply VERB fis-205 265 45 to to PART fis-205 265 46 be be AUX fis-205 265 47 larger large ADJ fis-205 265 48 than than ADP fis-205 265 49 the the DET fis-205 265 50 plastic plastic NOUN fis-205 265 51 zone zone NOUN fis-205 265 52 in in ADP fis-205 265 53 the the DET fis-205 265 54 range range NOUN fis-205 265 55 of of ADP fis-205 265 56 f f PROPN fis-205 265 57 and and CCONJ fis-205 265 58 0 0 NUM fis-205 265 59 g g NOUN fis-205 265 60 / / SYM fis-205 265 61 k k PROPN fis-205 265 62 shown show VERB fis-205 265 63 in in ADP fis-205 265 64 the the DET fis-205 265 65 figure figure NOUN fis-205 265 66 , , PUNCT fis-205 265 67 but but CCONJ fis-205 265 68 when when SCONJ fis-205 265 69 ik ik PROPN fis-205 265 70 is be AUX fis-205 265 71 negative negative ADJ fis-205 265 72 and and CCONJ fis-205 265 73 iik iik PROPN fis-205 265 74 is be AUX fis-205 265 75 positive positive ADJ fis-205 265 76 ( ( PUNCT fis-205 265 77 right right ADJ fis-205 265 78 ) ) PUNCT fis-205 265 79 a a DET fis-205 265 80 dotted dotted ADJ fis-205 265 81 line line NOUN fis-205 265 82 appears appear VERB fis-205 265 83 on on ADP fis-205 265 84 the the DET fis-205 265 85 plot plot NOUN fis-205 265 86 and and CCONJ fis-205 265 87 thus thus ADV fis-205 265 88 if if SCONJ fis-205 265 89 ii ii NOUN fis-205 265 90 rθf rθf VERB fis-205 265 91 g g PROPN fis-205 265 92 no no DET fis-205 265 93 slip slip NOUN fis-205 265 94 is be AUX fis-205 265 95 implied imply VERB fis-205 265 96 . . PUNCT fis-205 266 1 figure figure NOUN fis-205 266 2 5 5 NUM fis-205 266 3 : : PUNCT fis-205 266 4 plots plot NOUN fis-205 266 5 showing show VERB fis-205 266 6 the the DET fis-205 266 7 strength strength NOUN fis-205 266 8 of of ADP fis-205 266 9 load load NOUN fis-205 266 10 0 0 NUM fis-205 266 11 /g /g SYM fis-205 267 1 k k X fis-205 267 2 , , PUNCT fis-205 267 3 above above ADP fis-205 267 4 which which PRON fis-205 267 5 the the DET fis-205 267 6 process process NOUN fis-205 267 7 zone zone NOUN fis-205 267 8 and and CCONJ fis-205 267 9 frictional frictional ADJ fis-205 267 10 slip slip NOUN fis-205 267 11 zone zone NOUN fis-205 267 12 at at ADP fis-205 267 13 the the DET fis-205 267 14 edge edge NOUN fis-205 267 15 of of ADP fis-205 267 16 contact contact NOUN fis-205 267 17 are be AUX fis-205 267 18 implied imply VERB fis-205 267 19 to to PART fis-205 267 20 be be AUX fis-205 267 21 of of ADP fis-205 267 22 equal equal ADJ fis-205 267 23 size size NOUN fis-205 267 24 when when SCONJ fis-205 267 25 ii ii PROPN fis-205 267 26 rf rf VERB fis-205 267 27 g g PROPN fis-205 267 28   X fis-205 267 29 ( ( PUNCT fis-205 267 30 solid solid ADJ fis-205 267 31 lines line NOUN fis-205 267 32 ) ) PUNCT fis-205 267 33 , , PUNCT fis-205 267 34 and and CCONJ fis-205 267 35 when when SCONJ fis-205 267 36 ii ii PROPN fis-205 267 37 rf rf VERB fis-205 267 38 g g PROPN fis-205 267 39   PROPN fis-205 267 40 ( ( PUNCT fis-205 267 41 dotted dotted ADJ fis-205 267 42 lines line NOUN fis-205 267 43 ) ) PUNCT fis-205 267 44 , , PUNCT fis-205 267 45 for for ADP fis-205 267 46 punch punch VERB fis-205 267 47 angles angle NOUN fis-205 267 48 of of ADP fis-205 267 49   PROPN fis-205 267 50 60 60 PROPN fis-205 267 51 , , PUNCT fis-205 267 52 90 90 NUM fis-205 267 53 , , PUNCT fis-205 267 54 120 120 NUM fis-205 267 55   NUM fis-205 267 56   PROPN fis-205 267 57   X fis-205 267 58   NOUN fis-205 267 59 , , PUNCT fis-205 267 60 plotted plot VERB fis-205 267 61 in in ADP fis-205 267 62 red red ADJ fis-205 267 63 , , PUNCT fis-205 267 64 black black ADJ fis-205 267 65 , , PUNCT fis-205 267 66 blue blue ADJ fis-205 267 67 , , PUNCT fis-205 267 68 respectively respectively ADV fis-205 267 69 . . PUNCT fis-205 268 1 this this PRON fis-205 268 2 is be AUX fis-205 268 3 done do VERB fis-205 268 4 for for ADP fis-205 268 5 the the DET fis-205 268 6 case case NOUN fis-205 268 7 when when SCONJ fis-205 268 8 both both DET fis-205 268 9 ik ik PROPN fis-205 268 10 and and CCONJ fis-205 268 11 iik iik PROPN fis-205 268 12 are be AUX fis-205 268 13 positive positive ADJ fis-205 268 14 ( ( PUNCT fis-205 268 15 left left ADJ fis-205 268 16 ) ) PUNCT fis-205 268 17 and and CCONJ fis-205 268 18 when when SCONJ fis-205 268 19 ik ik PROPN fis-205 268 20 is be AUX fis-205 268 21 negative negative ADJ fis-205 268 22 and and CCONJ fis-205 268 23 iik iik PROPN fis-205 268 24 is be AUX fis-205 268 25 positive positive ADJ fis-205 268 26 ( ( PUNCT fis-205 268 27 right right NOUN fis-205 268 28 ) ) PUNCT fis-205 268 29 . . PUNCT fis-205 269 1 also also ADV fis-205 269 2 shown show VERB fis-205 269 3 are be AUX fis-205 269 4 the the DET fis-205 269 5 values value NOUN fis-205 269 6 of of ADP fis-205 269 7 ii ii NOUN fis-205 269 8 rg rg VERB fis-205 269 9   PROPN fis-205 269 10 for for ADP fis-205 269 11 each each DET fis-205 269 12 punch punch NOUN fis-205 269 13 angle angle NOUN fis-205 269 14 ( ( PUNCT fis-205 269 15 horizontal horizontal ADJ fis-205 269 16 dotted dotted ADJ fis-205 269 17 lines line NOUN fis-205 269 18 ) ) PUNCT fis-205 269 19 , , PUNCT fis-205 269 20 using use VERB fis-205 269 21 the the DET fis-205 269 22 same same ADJ fis-205 269 23 colour colour NOUN fis-205 269 24 scheme scheme NOUN fis-205 269 25 as as ADP fis-205 269 26 for for ADP fis-205 269 27 the the DET fis-205 269 28 other other ADJ fis-205 269 29 lines line NOUN fis-205 269 30 . . PUNCT fis-205 270 1 conclusions conclusion NOUN fis-205 270 2 his his PRON fis-205 270 3 paper paper NOUN fis-205 270 4 develops develop VERB fis-205 270 5 further far ADV fis-205 270 6 our our PRON fis-205 270 7 physical physical ADJ fis-205 270 8 understanding understanding NOUN fis-205 270 9 of of ADP fis-205 270 10 the the DET fis-205 270 11 physical physical ADJ fis-205 270 12 implications implication NOUN fis-205 270 13 of of ADP fis-205 270 14 the the DET fis-205 270 15 asymptotic asymptotic ADJ fis-205 270 16 form form NOUN fis-205 270 17 given give VERB fis-205 270 18 by by ADP fis-205 270 19 williams williams PROPN fis-205 270 20 , , PUNCT fis-205 270 21 allowing allow VERB fis-205 270 22 not not PART fis-205 270 23 only only ADV fis-205 270 24 mode mode VERB fis-205 270 25 mixity mixity NOUN fis-205 270 26 but but CCONJ fis-205 270 27 also also ADV fis-205 270 28 the the DET fis-205 270 29 competing compete VERB fis-205 270 30 effects effect NOUN fis-205 270 31 of of ADP fis-205 270 32 frictional frictional ADJ fis-205 270 33 and and CCONJ fis-205 270 34 plastic plastic ADJ fis-205 270 35 slip slip NOUN fis-205 270 36 to to PART fis-205 270 37 be be AUX fis-205 270 38 treated treat VERB fis-205 270 39 ; ; PUNCT fis-205 270 40 the the DET fis-205 270 41 former former ADJ fis-205 270 42 , , PUNCT fis-205 270 43 but but CCONJ fis-205 270 44 not not PART fis-205 270 45 the the DET fis-205 270 46 latter latter ADJ fis-205 270 47 , , PUNCT fis-205 270 48 is be AUX fis-205 270 49 independent independent ADJ fis-205 270 50 of of ADP fis-205 270 51 the the DET fis-205 270 52 magnitude magnitude NOUN fis-205 270 53 of of ADP fis-205 270 54 the the DET fis-205 270 55 load load NOUN fis-205 270 56 . . PUNCT fis-205 271 1 the the DET fis-205 271 2 ‘ ' PUNCT fis-205 271 3 output output NOUN fis-205 271 4 ’ ' PUNCT fis-205 271 5 of of ADP fis-205 271 6 this this DET fis-205 271 7 paper paper NOUN fis-205 271 8 is be AUX fis-205 271 9 therefore therefore ADV fis-205 271 10 a a DET fis-205 271 11 specific specific ADJ fis-205 271 12 answer answer NOUN fis-205 271 13 to to ADP fis-205 271 14 the the DET fis-205 271 15 question question NOUN fis-205 271 16 ‘ ' PUNCT fis-205 271 17 when when SCONJ fis-205 271 18 is be AUX fis-205 271 19 a a DET fis-205 271 20 sharp sharp ADJ fis-205 271 21 contact contact NOUN fis-205 271 22 corner corner NOUN fis-205 271 23 rigorously rigorously ADV fis-205 271 24 notch notch ADV fis-205 271 25 - - PUNCT fis-205 271 26 like like ADJ fis-205 271 27 ? ? PUNCT fis-205 271 28 ’ ' PUNCT fis-205 271 29 and and CCONJ fis-205 271 30 equally equally ADV fis-205 271 31 ‘ ' PUNCT fis-205 271 32 when when SCONJ fis-205 271 33 is be AUX fis-205 271 34 frictional frictional ADJ fis-205 271 35 slip slip NOUN fis-205 271 36 likely likely ADJ fis-205 271 37 to to PART fis-205 271 38 be be AUX fis-205 271 39 important important ADJ fis-205 271 40 ? ? PUNCT fis-205 271 41 ’ ' PUNCT fis-205 271 42 . . PUNCT fis-205 272 1 space space NOUN fis-205 272 2 limitations limitation NOUN fis-205 272 3 preclude preclude VERB fis-205 272 4 the the DET fis-205 272 5 application application NOUN fis-205 272 6 of of ADP fis-205 272 7 the the DET fis-205 272 8 results result NOUN fis-205 272 9 to to ADP fis-205 272 10 real real ADJ fis-205 272 11 problems problem NOUN fis-205 272 12 , , PUNCT fis-205 272 13 which which PRON fis-205 272 14 requires require VERB fis-205 272 15 calibrations calibration NOUN fis-205 272 16 for for ADP fis-205 272 17 ik ik PROPN fis-205 272 18 and and CCONJ fis-205 272 19 iik iik PROPN fis-205 272 20 in in ADP fis-205 272 21 terms term NOUN fis-205 272 22 of of ADP fis-205 272 23 the the DET fis-205 272 24 applied apply VERB fis-205 272 25 loads load NOUN fis-205 272 26 . . PUNCT fis-205 273 1 this this DET fis-205 273 2 last last ADJ fis-205 273 3 step step NOUN fis-205 273 4 then then ADV fis-205 273 5 permits permit VERB fis-205 273 6 these these DET fis-205 273 7 results result NOUN fis-205 273 8 to to PART fis-205 273 9 be be AUX fis-205 273 10 applied apply VERB fis-205 273 11 directly directly ADV fis-205 273 12 to to ADP fis-205 273 13 any any DET fis-205 273 14 complete complete ADJ fis-205 273 15 fretting fret VERB fis-205 273 16 ( ( PUNCT fis-205 273 17 or or CCONJ fis-205 273 18 potentially potentially ADV fis-205 273 19 fretting fret VERB fis-205 273 20 ) ) PUNCT fis-205 273 21 contact contact NOUN fis-205 273 22 , , PUNCT fis-205 273 23 by by ADP fis-205 273 24 simply simply ADV fis-205 273 25 ‘ ' PUNCT fis-205 273 26 pasting paste VERB fis-205 273 27 in in ADP fis-205 273 28 ’ ' PUNCT fis-205 273 29 this this DET fis-205 273 30 asymptotic asymptotic ADJ fis-205 273 31 form form NOUN fis-205 273 32 . . PUNCT fis-205 274 1 acknowledgements acknowledgement NOUN fis-205 274 2 . . PUNCT fis-205 275 1 c. c. NOUN fis-205 275 2 flicek flicek PROPN fis-205 275 3 thanks thank NOUN fis-205 275 4 rolls roll VERB fis-205 275 5 royce royce PROPN fis-205 275 6 plc plc PROPN fis-205 275 7 for for ADP fis-205 275 8 financial financial ADJ fis-205 275 9 support support NOUN fis-205 275 10 for for ADP fis-205 275 11 his his PRON fis-205 275 12 studentship studentship NOUN fis-205 275 13 and and CCONJ fis-205 275 14 david david PROPN fis-205 275 15 hills hills PROPN fis-205 275 16 thanks thank NOUN fis-205 275 17 the the DET fis-205 275 18 zilkha zilkha PROPN fis-205 275 19 trust trust NOUN fis-205 275 20 for for ADP fis-205 275 21 the the DET fis-205 275 22 award award NOUN fis-205 275 23 of of ADP fis-205 275 24 a a DET fis-205 275 25 travel travel NOUN fis-205 275 26 grant grant NOUN fis-205 275 27 permitting permit VERB fis-205 275 28 these these DET fis-205 275 29 results result NOUN fis-205 275 30 to to PART fis-205 275 31 be be AUX fis-205 275 32 presented present VERB fis-205 275 33 . . PUNCT fis-205 276 1 60 60 NUM fis-205 276 2 ° ° NUM fis-205 276 3 90 90 NUM fis-205 276 4 ° ° NOUN fis-205 276 5 121 121 NUM fis-205 276 6 ° ° NOUN fis-205 276 7 gr gr PRON fis-205 276 8 � � PROPN fis-205 276 9 ii ii PROPN fis-205 276 10 60 60 NUM fis-205 276 11 ° ° NOUN fis-205 276 12 gr gr PRON fis-205 276 13 � � PROPN fis-205 276 14 ii ii PROPN fis-205 276 15 90 90 NUM fis-205 276 16 ° ° NUM fis-205 276 17 gr gr PRON fis-205 276 18 � � PROPN fis-205 276 19 ii ii PROPN fis-205 276 20 ki ki PROPN fis-205 276 21 , , PUNCT fis-205 276 22   PROPN fis-205 276 23 kii kii PROPN fis-205 277 1 0.0 0.0 NUM fis-205 277 2 0.2 0.2 NUM fis-205 277 3 0.4 0.4 NUM fis-205 277 4 0.6 0.6 NUM fis-205 277 5 0.8 0.8 NUM fis-205 277 6 1.0 1.0 NUM fis-205 277 7 1.2 1.2 NUM fis-205 277 8 g0 g0 NOUN fis-205 277 9 k k PROPN fis-205 277 10 0.0 0.0 NUM fis-205 277 11 0.2 0.2 NUM fis-205 277 12 0.4 0.4 NUM fis-205 277 13 0.6 0.6 NUM fis-205 277 14 0.8 0.8 NUM fis-205 277 15 1.0 1.0 NUM fis-205 277 16 1.2 1.2 NUM fis-205 277 17 1.4 1.4 NUM fis-205 277 18 f f NOUN fis-205 277 19 60 60 NUM fis-205 277 20 ° ° NUM fis-205 277 21 90 90 NUM fis-205 277 22 ° ° NOUN fis-205 277 23 120 120 NUM fis-205 277 24 ° ° NOUN fis-205 277 25 121 121 NUM fis-205 277 26 ° ° NOUN fis-205 277 27 gr gr PRON fis-205 277 28 � � PROPN fis-205 277 29 ii ii PROPN fis-205 277 30 60 60 NUM fis-205 277 31 ° ° NOUN fis-205 277 32 gr gr PRON fis-205 277 33 � � PROPN fis-205 277 34 ii ii PROPN fis-205 277 35 90 90 NUM fis-205 277 36 ° ° NUM fis-205 277 37 gr gr PRON fis-205 277 38 � � PROPN fis-205 277 39 ii ii PROPN fis-205 277 40 ki ki PROPN fis-205 277 41 , , PUNCT fis-205 277 42   PROPN fis-205 277 43 kii kii PROPN fis-205 278 1 0.0 0.0 NUM fis-205 278 2 0.2 0.2 NUM fis-205 278 3 0.4 0.4 NUM fis-205 278 4 0.6 0.6 NUM fis-205 278 5 0.8 0.8 NUM fis-205 278 6 1.0 1.0 NUM fis-205 278 7 1.2 1.2 NUM fis-205 278 8 g0 g0 NOUN fis-205 278 9 k k PROPN fis-205 278 10 0.0 0.0 NUM fis-205 278 11 0.2 0.2 NUM fis-205 278 12 0.4 0.4 NUM fis-205 278 13 0.6 0.6 NUM fis-205 278 14 0.8 0.8 NUM fis-205 278 15 1.0 1.0 NUM fis-205 278 16 1.2 1.2 NUM fis-205 278 17 1.4 1.4 NUM fis-205 278 18 f f NOUN fis-205 278 19 t t PROPN fis-205 278 20 r r NOUN fis-205 278 21 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 278 22 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true X fis-205 278 23 d. d. PROPN fis-205 278 24 a. a. PROPN fis-205 278 25 hills hills PROPN fis-205 278 26 et et PROPN fis-205 278 27 aliii aliii NOUN fis-205 278 28 , , PUNCT fis-205 278 29 frattura frattura PROPN fis-205 278 30 ed ed PROPN fis-205 278 31 integrità integrità PROPN fis-205 278 32 strutturale strutturale PROPN fis-205 278 33 , , PUNCT fis-205 278 34 25 25 NUM fis-205 278 35 ( ( PUNCT fis-205 278 36 2013 2013 NUM fis-205 278 37 ) ) PUNCT fis-205 278 38 27 27 NUM fis-205 278 39 - - SYM fis-205 278 40 35 35 NUM fis-205 278 41 ; ; PUNCT fis-205 278 42 doi doi NOUN fis-205 278 43 : : PUNCT fis-205 278 44 10.3221 10.3221 NUM fis-205 278 45 / / SYM fis-205 278 46 igf igf PROPN fis-205 278 47 - - PUNCT fis-205 278 48 esis.25.05 esis.25.05 ADJ fis-205 278 49 35 35 NUM fis-205 278 50 references reference NOUN fis-205 278 51 [ [ X fis-205 278 52 1 1 NUM fis-205 278 53 ] ] PUNCT fis-205 278 54 hills hill NOUN fis-205 278 55 , , PUNCT fis-205 278 56 d.a d.a PROPN fis-205 278 57 . . PROPN fis-205 278 58 , , PUNCT fis-205 278 59 dini dini PROPN fis-205 278 60 , , PUNCT fis-205 278 61 d. d. PROPN fis-205 278 62 , , PUNCT fis-205 278 63 characteristics characteristic NOUN fis-205 278 64 of of ADP fis-205 278 65 the the DET fis-205 278 66 process process NOUN fis-205 278 67 zone zone NOUN fis-205 278 68 at at ADP fis-205 278 69 sharp sharp ADJ fis-205 278 70 notch notch ADJ fis-205 278 71 roots root NOUN fis-205 278 72 , , PUNCT fis-205 278 73 int int NOUN fis-205 278 74 . . PUNCT fis-205 279 1 j. j. PROPN fis-205 279 2 solid solid PROPN fis-205 279 3 struct struct NOUN fis-205 279 4 . . PUNCT fis-205 279 5 , , PUNCT fis-205 279 6 48 48 NUM fis-205 279 7 ( ( PUNCT fis-205 279 8 2011 2011 NUM fis-205 279 9 ) ) PUNCT fis-205 279 10 , , PUNCT fis-205 279 11 2177 2177 NUM fis-205 279 12 – – PUNCT fis-205 279 13 2183 2183 NUM fis-205 279 14 . . PUNCT fis-205 280 1 [ [ X fis-205 280 2 2 2 NUM fis-205 280 3 ] ] PUNCT fis-205 280 4 williams williams PROPN fis-205 280 5 , , PUNCT fis-205 280 6 m. m. PROPN fis-205 280 7 l. l. PROPN fis-205 280 8 , , PUNCT fis-205 280 9 stress stress NOUN fis-205 280 10 singularities singularity NOUN fis-205 280 11 resulting result VERB fis-205 280 12 from from ADP fis-205 280 13 various various ADJ fis-205 280 14 boundary boundary ADJ fis-205 280 15 conditions condition NOUN fis-205 280 16 in in ADP fis-205 280 17 angular angular ADJ fis-205 280 18 plates plate NOUN fis-205 280 19 in in ADP fis-205 280 20 extension extension NOUN fis-205 280 21 . . PUNCT fis-205 281 1 j. j. PROPN fis-205 281 2 appl appl PROPN fis-205 281 3 . . PROPN fis-205 281 4 mech mech PROPN fis-205 281 5 . . PROPN fis-205 281 6 , , PUNCT fis-205 281 7 19 19 NUM fis-205 281 8 ( ( PUNCT fis-205 281 9 1952 1952 NUM fis-205 281 10 ) ) PUNCT fis-205 281 11 , , PUNCT fis-205 281 12 526–528 526–528 NUM fis-205 281 13 . . PUNCT fis-205 282 1 http://www.gruppofrattura.it http://www.gruppofrattura.it PROPN fis-205 282 2 http://dx.medra.org/10.3221/igf-esis.25.05&auth=true http://dx.medra.org/10.3221/igf-esis.25.05&auth=true X