2014
DOI: 10.1016/j.jmbbm.2014.05.021
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Limiting extensibility constitutive model with distributed fibre orientations and ageing of abdominal aorta

Abstract: The abdominal aorta is susceptible to age-related pathological changes (arteriosclerosis, atherosclerosis, aneurysm, and tortuosity). Computational biomechanics and mechanobiology provide models capable of predicting mutual interactions between a changing mechanical environment and patho-physiological processes in ageing. However, a key factor is a constitutive equation which should reflect the internal tissue architecture. Our study investigates three microstructurally-motivated invariant-based hyperelastic a… Show more

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Cited by 21 publications
(28 citation statements)
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“…The data provided in the Supplement 1 can be directly used in biomechanical models of the porcine aorta that are based on histological findings (Sokolis, 2010;Horný et al, 2014aHorný et al, , 2014b. According to the Delesse principle (Howard and Reed, 1998), the area fractions occupied by the components are consistent estimates of the corresponding volume fractions of these components.…”
Section: Study Implicationsmentioning
confidence: 99%
“…The data provided in the Supplement 1 can be directly used in biomechanical models of the porcine aorta that are based on histological findings (Sokolis, 2010;Horný et al, 2014aHorný et al, , 2014b. According to the Delesse principle (Howard and Reed, 1998), the area fractions occupied by the components are consistent estimates of the corresponding volume fractions of these components.…”
Section: Study Implicationsmentioning
confidence: 99%
“…In what follows, constitutive model and geometrical data characterizing abdominal aorta of 38 years old male donor are adopted from Horny et al (2014). They used results, originally published by Labrosse et al (2013), to determine material parameters of the human abdominal aorta defined in the constitutive model suggested by Gasser et al (2006).…”
Section: Methodsmentioning
confidence: 99%
“…v V = 78.488 v w is a stress-like material parameter and v + = 4.911 is a dimensionless parameter. The material parameters were adopted from Horny et al (2014). g e and g f are generalised invariants related to imperfect fiber alignment.…”
Section: Perivascular Tissuementioning
confidence: 99%
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