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The 3D arrangement of the collagen fibers is crucial to understand the mechanical behavior of such tissues.
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Mixture theories, such as the triphasic theory, can describe quantitatively how this charged nature contributes to the mechano-electrochemical behaviors of such tissue.
How do we model the behavior of such creatures?
However, simulating the behavior of such systems is straightforward.
Their inherent anisotropic, non-linear behavior combined with severe diseases which affect veins, such as chronic venous insufficiency, warrant understanding the structure and material behavior of these tissues.
As such, simple pharmacokinetics may not fully explain observed changes in the behavior of neoplastic tissues.
They considered the nonlinear viscoelastic behavior of soft tissues.
An exponential law is presented for modeling piezoelectric behavior of bone tissues.
The variability within the mechanical behavior of physiological tissue can hinder any models conclusions, such as those governing the response of the noninstrumented curve.
The mathematical models of the deformation behavior of the living tissues are integrated in many biomedical and biomechanical engineering applications such as virtual surgery simulators, implant designs, etc.
Deformation induced softening is an inelastic phenomenon frequently accompanying mechanical behavior of soft biological tissues.
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