研究了由一类均匀各向同性的可压缩超弹性材料组成的球体在给定的表面拉伸作用下的球对称变形问题。
A spherical symmetric deformation problem was examined for a solid sphere subjected to a prescribed uniform radial stretch on its surface.
把葡萄简化成球形的、均匀的、各向同性的和内部充满不可压缩液体的弹性膜。
The grape was assumed as a spherical homogeneous, isotropic elastic membrane, which was fully-filled with incompressible, high viscous liquid.
对各向同性不可压缩软弹性薄膜，预先在面内两个垂直方向上分别均匀变形。
Consider the surface buckling of an isotropic incompressible soft film, which is deformed uniformly in two perpendicular directions respectively.
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