The bifurcation problem of dynamical formation and growth of cavity in a sphere composed of a power hardening material and a hyper-elastic material is discussed in this paper.
在简单加载条件下，研究幂强化材料和超弹性材料组合球体中的动态孔穴生成和增长问题。
Hyper-sphere support vector machine is used to get the smallest hyper-sphere that contains most samples of a class, which can divide the class samples from others.
利用超球支持向量机，对每类样本求得一个能包围该类尽可能多样本的最小超球，使各类样本之间通过超球隔开。
VB-ERL localization algorithm is proposed based on the hyper-sphere intersection mechanism.
基于超球面交叉机制，提出了VB-ERL节点定位算法。
In Chapter 5, problem of radial motion for a solid sphere composed of an imperfect incompressible hyper-elastic material, subjected to a surface tensile dead load, is examined.
第五章中，研究了具有缺陷的不可压超弹性材料组成的球体在表面均布的拉伸死载荷作用下的径向运动问题。
A spherical cavitated bifurcation problem is examined for a solid sphere composed of a class of compressible hyper-elastic materials.
研究了一类可压缩超弹性材料组成的球体的空穴分岔问题。
A spherical cavitated bifurcation problem is examined for a solid sphere composed of a class of compressible hyper-elastic materials.
研究了一类可压缩超弹性材料组成的球体的空穴分岔问题。
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