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.
核自旋之间的各种各向异性相互作用都能用二阶张量表示，这些张量可分解成各向同性、对称以及反对称分量。
The various anisotropic spin interactions which can be represented by the rank two tensors are decomposed into isotropic, symmetric, and antisymmetric constituents.
利用张量书写简洁、形式美观的优点，从各向异性线弹性体广义虎克定律出发，逐步向各向同性体广义虎克定律叙述。
Taking advantage of tensor, succinct writing and artistic form, it discusses generalized Hook's Law from the anisotropic linear elastomer to the isotropic linear elastomer.
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