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1.3 Let T and U be a symmetric and an antisymmetric second-order tensor, respec- tively. Show that tr (TU) = 0 in terms of the index notation. %3D

1.3 Let T and U be a symmetric and an antisymmetric second-order tensor, respec- tively. Show that tr (TU) = 0 in terms of the index notation. %3D

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1.3 Let T and U be a symmetric and an antisymmetric second-order tensor, respec- tively. Show that tr (TU) = 0 in terms of the index notation. %3D
Transcribed Image Text:1.3 Let T and U be a symmetric and an antisymmetric second-order tensor, respec- tively. Show that tr (TU) = 0 in terms of the index notation. %3D
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