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1). The deformed radius r at the inner surface was given directly from circumferential strain ðEHH Þ and then r at any point in transmural direction from the base to the apex can be determined from the incompressibility relation. e. the magnitude of strains during enddiastole to end-systole is on the order of 20–30% , so the finite deformation elasticity theory was used. The LV wall was assumed to be transversely isotropic, incompressible and with a homogeneous deformation. Finite deformations including inflation, extension, twist and transmural shearing were considered .
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Analysis and Design of Biological Materials and Structures by J. A. Beltrán-Fernández, L. H. Hernández-Gómez, G. Urriolagoitia-Calderón (auth.), Andreas Öchsner, Lucas F. M. da Silva, Holm Altenbach (eds.)