id	sid	eid	entity	type
app01-7194	1	1	polytechnica ctu	ORG
app01-7194	1	2	30:12–17	CARDINAL
app01-7194	1	3	2021	CARDINAL
app01-7194	1	4	czech	NORP
app01-7194	1	5	prague	GPE
app01-7194	1	6	2021	CARDINAL
app01-7194	1	7	3d	CARDINAL
app01-7194	1	8	bernoulli beam	ORG
app01-7194	1	9	edita dvořáková∗	ORG
app01-7194	1	10	bořek	GPE
app01-7194	1	11	czech technical university	ORG
app01-7194	1	12	prague	GPE
app01-7194	1	13	thákurova 7	ORG
app01-7194	1	14	166 29	CARDINAL
app01-7194	1	15	6	CARDINAL
app01-7194	1	16	czech	NORP
app01-7194	1	17	∗	CARDINAL
app01-7194	2	1	iga	ORG
app01-7194	3	1	iga	ORG
app01-7194	4	1	two	CARDINAL
app01-7194	4	2	bernoulli beam formulation of	ORG
app01-7194	4	3	a. m. bauer et al	PERSON
app01-7194	5	1	1	CARDINAL
app01-7194	5	2	g. zhang et al	PERSON
app01-7194	6	1	2	CARDINAL
app01-7194	8	1	bernoulli	PERSON
app01-7194	8	2	nurbs	NORP
app01-7194	9	1	1	CARDINAL
app01-7194	9	2	2005	DATE
app01-7194	9	3	t. hughes	ORG
app01-7194	10	1	3	CARDINAL
app01-7194	15	1	two	CARDINAL
app01-7194	16	1	first	ORDINAL
app01-7194	16	2	bernoulli beam	ORG
app01-7194	16	3	second	ORDINAL
app01-7194	17	1	2.	CARDINAL
app01-7194	17	2	nurbs	NORP
app01-7194	18	1	4	CARDINAL
app01-7194	20	1	nurbs	NORP
app01-7194	21	1	iga	ORG
app01-7194	21	2	knotspans	NORP
app01-7194	21	3	iga	ORG
app01-7194	22	1	1	CARDINAL
app01-7194	22	2	nurbs	NORP
app01-7194	22	3	linear	ORG
app01-7194	22	4	cartesian	NORP
app01-7194	27	1	1	CARDINAL
app01-7194	28	1	4	CARDINAL
app01-7194	30	1	nurbs	NORP
app01-7194	31	1	knotspans	NORP
app01-7194	32	1	one	CARDINAL
app01-7194	32	2	iga	ORG
app01-7194	33	1	3	CARDINAL
app01-7194	33	2	bernoulli beam element formulation	ORG
app01-7194	33	3	first	ORDINAL
app01-7194	33	4	a. m. bauer et al	PERSON
app01-7194	34	1	1	CARDINAL
app01-7194	35	1	bernoulli beam	ORG
app01-7194	37	1	four degrees	QUANTITY
app01-7194	37	2	three	CARDINAL
app01-7194	37	3	w	ORG
app01-7194	37	4	12	CARDINAL
app01-7194	37	5	http://dx.doi.org/10.14311/app.2021.30.0012	PERSON
app01-7194	38	1	30/2021	CARDINAL
app01-7194	38	2	bernoulli beams n4,2	PERSON
app01-7194	38	3	c1 knotspan	PERSON
app01-7194	38	4	2	CARDINAL
app01-7194	38	5	n2,2 n3,2	ORG
app01-7194	38	6	1	CARDINAL
app01-7194	39	1	one	CARDINAL
app01-7194	39	2	two	CARDINAL
app01-7194	41	1	2	CARDINAL
app01-7194	42	1	three	CARDINAL
app01-7194	45	1	2	CARDINAL
app01-7194	48	1	3	CARDINAL
app01-7194	51	1	4	CARDINAL
app01-7194	51	2	w	GPE
app01-7194	52	1	1	CARDINAL
app01-7194	52	2	2	DATE
app01-7194	52	3	3	CARDINAL
app01-7194	53	1	bernoulli kinematics	PERSON
app01-7194	53	2	x(θ1	GPE
app01-7194	59	1	6	CARDINAL
app01-7194	60	1	first	ORDINAL
app01-7194	61	1	2	CARDINAL
app01-7194	61	2	3	CARDINAL
app01-7194	62	1	a0 α	PERSON
app01-7194	62	2	t0	PERSON
app01-7194	62	3	two	CARDINAL
app01-7194	63	1	3	CARDINAL
app01-7194	63	2	λ(t	ORG
app01-7194	64	1	1 2(a11	CARDINAL
app01-7194	65	1	#$ %	MONEY
app01-7194	66	1	#$ %	MONEY
app01-7194	67	1	#$ %	MONEY
app01-7194	68	1	7	CARDINAL
app01-7194	68	2	zero	CARDINAL
app01-7194	70	1	e12	ORG
app01-7194	70	2	1 2θβ	DATE
app01-7194	70	3	aβ,1	CARDINAL
app01-7194	70	4	#$ %	MONEY
app01-7194	70	5	2	CARDINAL
app01-7194	70	6	3	CARDINAL
app01-7194	70	7	2	CARDINAL
app01-7194	72	1	second	ORDINAL
app01-7194	72	2	piola-kirchhoff tensor	ORG
app01-7194	73	1	5	CARDINAL
app01-7194	74	1	1	CARDINAL
app01-7194	75	1	4	CARDINAL
app01-7194	75	2	second	ORDINAL
app01-7194	75	3	g. zhang et al	PERSON
app01-7194	76	1	2	CARDINAL
app01-7194	77	1	formu13 edita dvořáková	PERSON
app01-7194	77	2	bořek patzák acta polytechnica ctu proceedings	ORG
app01-7194	77	3	✓1	PRODUCT
app01-7194	77	4	u(	CARDINAL
app01-7194	77	5	1	CARDINAL
app01-7194	77	6	2	CARDINAL
app01-7194	78	1	t0 t0	PERSON
app01-7194	78	2	2	CARDINAL
app01-7194	78	3	3	CARDINAL
app01-7194	78	4	t0	GPE
app01-7194	79	1	t0	GPE
app01-7194	79	2	t0	GPE
app01-7194	79	3	3	CARDINAL
app01-7194	79	4	3	CARDINAL
app01-7194	79	5	t0	GPE
app01-7194	79	6	2	CARDINAL
app01-7194	79	7	2	CARDINAL
app01-7194	79	8	3	CARDINAL
app01-7194	79	9	t0	GPE
app01-7194	79	10	3	CARDINAL
app01-7194	79	11	t0	GPE
app01-7194	79	12	2	CARDINAL
app01-7194	79	13	3	CARDINAL
app01-7194	80	1	λ(t0	ORG
app01-7194	80	2	the bernoulli beam cross-section	ORG
app01-7194	81	1	t(s	PERSON
app01-7194	81	2	4	CARDINAL
app01-7194	83	1	six	CARDINAL
app01-7194	83	2	un	ORG
app01-7194	83	3	binormal	PERSON
app01-7194	83	4	ub	ORG
app01-7194	83	5	4	CARDINAL
app01-7194	84	1	9	CARDINAL
app01-7194	84	2	χb}t	ORG
app01-7194	84	3	un	ORG
app01-7194	84	4	ub	ORG
app01-7194	86	1	θ′	DATE
app01-7194	87	1	10	CARDINAL
app01-7194	87	2	= &&&& &&&& d2r(s	ORG
app01-7194	87	3	ds2 &&&& &&&&	ORG
app01-7194	87	4	11	CARDINAL
app01-7194	87	5	12	CARDINAL
app01-7194	90	1	4.1	CARDINAL
app01-7194	94	1	6	CARDINAL
app01-7194	94	2	14	CARDINAL
app01-7194	95	1	30/2021	CARDINAL
app01-7194	95	2	bernoulli	PERSON
app01-7194	98	1	6	CARDINAL
app01-7194	99	1	5	CARDINAL
app01-7194	99	2	three	CARDINAL
app01-7194	99	3	2	CARDINAL
app01-7194	99	4	5	CARDINAL
app01-7194	100	1	three	CARDINAL
app01-7194	101	1	5.1	CARDINAL
app01-7194	101	2	firstly	ORDINAL
app01-7194	102	1	5	CARDINAL
app01-7194	104	1	5	CARDINAL
app01-7194	109	1	6	CARDINAL
app01-7194	111	1	5.2	CARDINAL
app01-7194	112	1	convergence	PERSON
app01-7194	113	1	13	CARDINAL
app01-7194	113	2	320	CARDINAL
app01-7194	114	1	7	CARDINAL
app01-7194	116	1	5.3	CARDINAL
app01-7194	118	1	r1 r2	ORG
app01-7194	118	2	2	CARDINAL
app01-7194	118	3	3	CARDINAL
app01-7194	118	4	3 kn	QUANTITY
app01-7194	118	5	0.11	CARDINAL
app01-7194	118	6	0.15	CARDINAL
app01-7194	118	7	200	CARDINAL
app01-7194	118	8	5	CARDINAL
app01-7194	120	1	five	CARDINAL
app01-7194	121	1	1	CARDINAL
app01-7194	123	1	0.11 0.31 0.51 0.71 0.91	QUANTITY
app01-7194	123	2	0.15 0.35 0.55 0.75 0.95	QUANTITY
app01-7194	123	3	r2/l 0.012	ORG
app01-7194	123	4	0.7%	PERCENT
app01-7194	123	5	4.5%	PERCENT
app01-7194	123	6	10.9%	PERCENT
app01-7194	123	7	18.7%	PERCENT
app01-7194	123	8	27.1%	PERCENT
app01-7194	123	9	1	CARDINAL
app01-7194	125	1	6	CARDINAL
app01-7194	125	2	two	CARDINAL
app01-7194	125	3	a. m. bauer et al	PERSON
app01-7194	126	1	1	CARDINAL
app01-7194	126	2	g. zhang et al	PERSON
app01-7194	127	1	2	CARDINAL
app01-7194	127	2	6	CARDINAL
app01-7194	128	1	three	CARDINAL
app01-7194	129	1	firstly	ORDINAL
app01-7194	130	1	secondly	ORDINAL
app01-7194	130	2	15 edita dvořáková	QUANTITY
app01-7194	130	3	bořek patzák acta polytechnica ctu proceedings	ORG
app01-7194	130	4	-0.023 -0.0229 -0.0228 -0.0227 -0.0226 -0.0225	PERSON
app01-7194	131	1	120	CARDINAL
app01-7194	131	2	rti	ORG
app01-7194	133	1	120	CARDINAL
app01-7194	133	2	rti	ORG
app01-7194	133	3	6	CARDINAL
app01-7194	135	1	16	CARDINAL
app01-7194	136	1	30/2021	CARDINAL
app01-7194	136	2	0	CARDINAL
app01-7194	139	1	7	CARDINAL
app01-7194	139	2	bernoulli beam	ORG
app01-7194	145	1	the czech technical university	ORG
app01-7194	145	2	prague	GPE
app01-7194	145	3	sgs	ORG
app01-7194	147	1	1	CARDINAL
app01-7194	147	2	a. bauer	PERSON
app01-7194	147	3	m. breitenberger	PERSON
app01-7194	147	4	b. philipp	PERSON
app01-7194	148	1	nonlinear isogeometric spatial bernoulli beam	ORG
app01-7194	149	1	303:101–127	CARDINAL
app01-7194	149	2	2016	DATE
app01-7194	150	1	2	CARDINAL
app01-7194	150	2	g. zhang	PERSON
app01-7194	150	3	r. alberdi	PERSON
app01-7194	150	4	k. khandelwal	PERSON
app01-7194	151	1	three	CARDINAL
app01-7194	152	1	117:560–574	CARDINAL
app01-7194	152	2	2016	DATE
app01-7194	153	1	3	CARDINAL
app01-7194	153	2	t. j. r. hughes	PERSON
app01-7194	153	3	j. a. cottrell	PERSON
app01-7194	153	4	y. bazilevs.	PERSON
app01-7194	154	1	nurbs	PERSON
app01-7194	155	1	engrg 194:4135–4195, 2005	DATE
app01-7194	156	1	4	CARDINAL
app01-7194	156	2	l. piegl	PERSON
app01-7194	156	3	w. tiller	PERSON
app01-7194	157	1	springer-verlag	PERSON
app01-7194	157	2	berlin heidelberg	GPE
app01-7194	157	3	new york	GPE
app01-7194	157	4	1997	DATE
app01-7194	158	1	5	CARDINAL
app01-7194	158	2	z. bittnar	PERSON
app01-7194	158	3	j. šejnoha	PERSON
app01-7194	159	1	1	CARDINAL
app01-7194	160	1	české vysoké	PERSON
app01-7194	160	2	1992	DATE
app01-7194	161	1	6	CARDINAL
app01-7194	163	1	245	CARDINAL
app01-7194	163	2	2012	DATE
app01-7194	164	1	17	CARDINAL