hyperelastic materials

On the Response Functions of Hyperelastic Materials with Internal Constraints

关于受内约束超弹性物质的响应函数

Mechanics behaviours of hyperelastic materials with internal constraints at finite deformation

超弹性物质有限变形的力学行为

Dynamical Cavitation in Spheroid Composed of Two Incompressible Thermal Hyperelastic Materials

两个组合热超弹性球体中空穴的动态生成

Qualitative Analysis of Growth of Micro-Voids in Incompressible Hyperelastic Materials

不可压超弹性材料中微孔增长的定性分析

The bifurcation problems are studied for two classes of axisymmetric structures composed of isotropic incompressible hyperelastic materials .

分别研究了不可压缩超弹性材料组成的两类轴对称结构的空穴问题。

Cavitated Bifurcation in Spheres Composed of a Class of Compressible Hyperelastic Materials

一类可压缩超弹性材料球体中的空穴分岔

In this paper an approach is proposed so that the normalized response functions of hyperelastic materials with internal constraints can be computed .

提出了一种直接根据正规化条件正规化受内约束超弹性物质的响应函数的一般方法。

The problems of finite deformation of several rectangular rubber rings composed of incompressible hyperelastic materials are studied , where both ends of the rings are subjected to axial compressive loads .

具体内容如下：1.研究了几类不可压缩超弹性材料组成的矩形橡胶圈在端部轴向压缩载荷作用下的有限变形问题。

The problem of finite deformation of a sphere with a preexisting microvoid , which is composed of a class of compressible hyperelastic materials , under a prescribed boundary tension is examined .

研究了一类含有微孔的可压缩超弹性材料球体在给定表面拉伸作用下的有限变形问题，得到了问题的解析解。

Formation of cavity in a solid sphere composed of incompressible power-hardening and ( hyperelastic ) materials subjected to a radial tensile uniform load on the boundary has been examined .

研究了组合幂强化弹塑性超弹性球体在简单加载作用下空穴的生成问题。

Basic theories , potential functions and hyperelastic constitutive relations of the hyperelastic materials are reviewed .

阐述了超弹性有限变形问题的基本理论、几种常用的超弹性模型的势能函数和本构关系。