A constitutive relation was developed in Part I for describing the response of a class of visco-elastic bodies, wherein the left Cauchy–Green tensor, the symmetric part of the velocity gradient, and the Cauchy stress tensor are related through an implicit constitutive relation. Here, we study a boundary value problem within the context of the model namely the inhomogeneous deformation of the body, corresponding to the response of an infinitely long slab due to the influence of gravity.

中文翻译：

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粘弹性固体的隐式本构关系：第二部分。非均匀变形

在第一部分中开发了一种本构关系来描述一类粘弹性体的响应，其中左柯西-格林张量，速度梯度的对称部分和柯西应力张量通过隐式本构关系相关。在这里，我们在模型的上下文中研究边界值问题，即物体的不均匀变形，这对应于无限长平板在重力作用下的响应。