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.
对剪切湍流提出了涡黏系数为四阶张量的涡黏张量模式。
This paper considers the new eddy viscosity modelling of shear turbulence, where the eddy viscosity is a forth-order tensor.
从居里原理出发，推知其序参量为三阶全对称的极张量。
Using Curies' s principle, we deduce that the order parameter is a three-rank complete symmetry polarization tensor.
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