各向同性张量

非对称自变量线性各向同性张量函数的表示

Representations of Linear , Isotropic Tensor Functions of an Asymmetric Argument

应用虚功原理和各向同性张量函数定理，改进偶应力和曲率张量的本构关系。建立广义弹性体的动力学方程和含力偶的初边值条件。

Combining the principle of virtual work with the theorem for the isotropic tensor , the modified relationship was put forward for the couple stress and the curvature tensor , moreover the kinetic equation and the boundary conditions were given for the generalized elastic body .

研究了五阶各向同性张量的存在性及其一般表示问题，得出了三阶各向同性Descartes张量的一般表达式。

Five order isotropic descartes tensor and its existence theorem and representation problems are researched , then a general representation formula of five order isotropic descartes tensor is got .

五阶各向同性Descartes张量

Five Order Isotropic Descartes Tensor

关于各向同性二阶对称张量函数势的一个定理

A Theorem on Potential of Isotropic Symmetric Second-Order Tensor Function

本文给出了非对称自变量的线性各向同性标量值和张量值张量函数表示定理的数学证明。

This paper gives a mathematical demonstration of the representation theorems for linear , isotropic scalar - and tensor-valued tensor functions of an asymmetric argument .