Titlebook: Cardiovascular Soft Tissue Mechanics; Stephen C. Cowin,Jay D. Humphrey Book 2001 Springer Science+Business Media Dordrecht 2001 biochemist

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phytochemicals

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A new Constitutive Framework for Arterial Wall Mechanics and a Comparative Study of Material Modelseristic and very important residual stress in an artery . is accounted for by assuming that the natural (unstressed and unstrained) configuration of the material corresponds to an open sector of a tube, which is then closed by an initial bending to form a load-free, but stressed, circular cylindrica

Comedienne

A Model of Arterial Adaptation to Alterations in Blood Flow,mferential wall stress. Remodeling to a step change in flow was formulated as an initial-value problem for a system of first order autonomous differential equations for the evolution of muscular tone and evolution of arterial geometry. The governing equations were solved numerically for model parame

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Computational Mechanics of the Heart,xperimental observations. A model of active tissue properties, based on isolated muscle experiments, is also introduced in order to predict transmural distributions of 3D principal strains at the end of the contraction phase of the cardiac cycle. We end by offering a critique of the current model of

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Truculent

Biaxial Mechanical Evaluation of Planar Biological Materials,bber-like materials the continuum scale is that of large polymer molecules, it is at the fiber-level (～l μm) for soft biological tissues. This is underscored by the fact that the fibers that comprise biological tissues exhibit finite nonlinear stress-strain responses and undergo large strains and ro

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Book 2001ion is currently employed in this emerging field. May 2001 ROGER FOSDICK Editor-in-Chief Journal of Elasticity 61: ix–xii, 2000. ix Preface There are two primary areas for the application of elasticity in the biomechanics of tissues: hard tissue mechanics (e.g., bone, teeth, horns, etc.) and soft ti

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