Cardiovascular solid mechanics. Cells, tissues, and organs

By K. Hayashi. 2003

789 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/e4d4d0098c0dd7d5ff84d1a1b6a19e3970ff685d

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In Biomedical Engineering

Citations in the corpus

Intracranial and abdominal aortic aneurysms: similarities, differences, and need for a new class of computational models. (2008, background): “Analogous to continuum theories of membranes (26,52), Cauchy membrane stresses, or tensions T i (= σ i h ), for a thin-walled intracranial aneurysm can be computed at any time t via (in principal directions 1 and 2) (8) where the strain energy function for the lesion (i.e., constrained mixture) w =…”
Tissue tension and axial growth of cylindrical structures in plants and elastic tissues (2008, background): “A small disk of artery would naturally open when cut transversally, and the “opening angle” of the sliced disk is a central experimental and theoretical feature of arterial mechanics for which the associated stresses are known to play a fundamental role in the regulation of transmural tractions [2].”
On planar biaxial tests for anisotropic nonlinearly elastic solids. A continuum mechanical framework (2009, methodology): “Even though this point has been noted previously in the literature by Humphrey and Yin [17], it has not been heeded in recent work.”
Computational Modelling of Isotropic Multiplicative Growth (2005, background): “…by Taber and Perucchio (2000), Chen and Hoger (2000), Klisch, Dyke, and Hoger (2001), Ambrosi and Mollica (2002), Imatani and Maugin (2002), Humphrey (2002), Humphrey and Delange (2004), Humphrey and Rajagopal (2002), Garikipati, Narayanan, Arruda, Grosh, and Calve (2004) and Menzel (2005).”
Numerical Simulation of Flowing Blood Cells (2014, background): “Humphrey (2002) provided a clear discussion of these issues for constitutive modeling of tissues.”