| Symmetric Tensor |
Article Index for Symmetric |
Information AboutSymmetric Tensor |
| CATEGORIES ABOUT SYMMETRIC TENSOR | |
| tensors | |
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A Linear Operator (or second rank Tensor ) ''A'', with components ''Aij'', is said to be symmetric if Aij for all ''i'', ''j''. Many physical and engineering properties are symmetrical tensors, e.g. Stress and Strain . Any tensor can be represented as a sum of Symmetric Tensor and Antisymmetric Tensor . , where
and
where is transposed ''A'': : |
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