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(I.e. 3 "stacked" tensors of rank 2 ("3×3 matrices") in 3D space).
Number of components: 3³=27
If there are symmetries the number of tensor components are reduced.
Credit : Math Visual
(I.e. 3 "stacked" tensors of rank 2 ("3×3 matrices") in 3D space).
Number of components: 3³=27
If there are symmetries the number of tensor components are reduced.
Credit : Math Visual