-
Je něco špatně v tomto záznamu ?
Compressibility of arterial wall - Direct measurement and predictions of compressible constitutive models
P. Skacel, J. Bursa,
Jazyk angličtina Země Nizozemsko
Typ dokumentu časopisecké články, práce podpořená grantem
- MeSH
- arterie * MeSH
- biologické modely * MeSH
- biomechanika MeSH
- mechanický stres MeSH
- pevnost v tlaku * MeSH
- prasata MeSH
- testování materiálů * MeSH
- zvířata MeSH
- Check Tag
- zvířata MeSH
- Publikační typ
- časopisecké články MeSH
- práce podpořená grantem MeSH
Volumetric compressibility and Poisson's ratios of fibrous soft tissues are analyzed in this paper on the basis of constitutive models and experimental data. The paper extends the previous work of Skacel and Bursa (J Mech Behav Biomed Mater, 54, pp. 316-327, 2016), dealing with incompressible behaviour of constitutive models, to the area of compressibility. Both recent approaches to structure-based constitutive modelling of anisotropic fibrous biomaterials (based on either generalized structure tensor or angular integration) are analyzed, including their compressibility-related aspects. New experimental data related to compressibility of porcine arterial layer are presented and compared with the theoretical predictions of analyzed constitutive models. The paper points out the drawbacks of recent models with distributed fibres orientation since none of the analyzed constitutive models seems to be capable to predict the experimentally observed Poisson's ratios and volume change satisfactory.
Citace poskytuje Crossref.org
- 000
- 00000naa a2200000 a 4500
- 001
- bmc20006721
- 003
- CZ-PrNML
- 005
- 20200527094556.0
- 007
- ta
- 008
- 200511s2019 ne f 000 0|eng||
- 009
- AR
- 024 7_
- $a 10.1016/j.jmbbm.2018.11.004 $2 doi
- 035 __
- $a (PubMed)30471541
- 040 __
- $a ABA008 $b cze $d ABA008 $e AACR2
- 041 0_
- $a eng
- 044 __
- $a ne
- 100 1_
- $a Skacel, Pavel $u Institute of Solid Mechanics, Mechatronics and Biomechanics, Brno University of Technology, Technicka 2896/2, 61669 Brno, Czech Republic. Electronic address: skacel@fme.vutbr.cz.
- 245 10
- $a Compressibility of arterial wall - Direct measurement and predictions of compressible constitutive models / $c P. Skacel, J. Bursa,
- 520 9_
- $a Volumetric compressibility and Poisson's ratios of fibrous soft tissues are analyzed in this paper on the basis of constitutive models and experimental data. The paper extends the previous work of Skacel and Bursa (J Mech Behav Biomed Mater, 54, pp. 316-327, 2016), dealing with incompressible behaviour of constitutive models, to the area of compressibility. Both recent approaches to structure-based constitutive modelling of anisotropic fibrous biomaterials (based on either generalized structure tensor or angular integration) are analyzed, including their compressibility-related aspects. New experimental data related to compressibility of porcine arterial layer are presented and compared with the theoretical predictions of analyzed constitutive models. The paper points out the drawbacks of recent models with distributed fibres orientation since none of the analyzed constitutive models seems to be capable to predict the experimentally observed Poisson's ratios and volume change satisfactory.
- 650 _2
- $a zvířata $7 D000818
- 650 12
- $a arterie $7 D001158
- 650 _2
- $a biomechanika $7 D001696
- 650 12
- $a pevnost v tlaku $7 D019245
- 650 12
- $a testování materiálů $7 D008422
- 650 12
- $a biologické modely $7 D008954
- 650 _2
- $a mechanický stres $7 D013314
- 650 _2
- $a prasata $7 D013552
- 655 _2
- $a časopisecké články $7 D016428
- 655 _2
- $a práce podpořená grantem $7 D013485
- 700 1_
- $a Bursa, Jiri $u Institute of Solid Mechanics, Mechatronics and Biomechanics, Brno University of Technology, Technicka 2896/2, 61669 Brno, Czech Republic.
- 773 0_
- $w MED00166961 $t Journal of the mechanical behavior of biomedical materials $x 1878-0180 $g Roč. 90, č. - (2019), s. 538-546
- 856 41
- $u https://pubmed.ncbi.nlm.nih.gov/30471541 $y Pubmed
- 910 __
- $a ABA008 $b sig $c sign $y a $z 0
- 990 __
- $a 20200511 $b ABA008
- 991 __
- $a 20200527094553 $b ABA008
- 999 __
- $a ok $b bmc $g 1525579 $s 1096777
- BAS __
- $a 3
- BAS __
- $a PreBMC
- BMC __
- $a 2019 $b 90 $c - $d 538-546 $e 20181105 $i 1878-0180 $m Journal of the mechanical behavior of biomedical materials $n J Mech Behav Biomed Mater $x MED00166961
- LZP __
- $a Pubmed-20200511