Wu S G, Lee G C
J Biomech Eng. 1984 Feb;106(1):42-7. doi: 10.1115/1.3138455.
Nonlinear viscoelasticity is important in a variety of studies in biomechanics. One of the subject areas is the necessity to characterize the dynamic properties of blood vessels. This study concerns a theoretical formulation to examine the higher order nonlinear viscoelastic relaxation functions for arterial tissue based on the assumption of transversely isotropic material properties. Simple numerical results for the first-order theory are compared with those available in the literature.
非线性粘弹性在生物力学的各种研究中都很重要。其中一个主题领域是表征血管动态特性的必要性。本研究涉及一种理论公式，用于基于横向各向同性材料特性的假设来研究动脉组织的高阶非线性粘弹性松弛函数。将一阶理论的简单数值结果与文献中的现有结果进行了比较。
