- 4 Let Aij Be Cartesian Components Of A Second Rank Tensor And Let B Be Cartesian Compo Nents Of A Vector A Show That 1 (56.7 KiB) Viewed 26 times
4 Let Aij be Cartesian components of a second rank tensor and let b; be Cartesian compo- nents of a vector. a) Show that
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4 Let Aij be Cartesian components of a second rank tensor and let b; be Cartesian compo- nents of a vector. a) Show that
4 Let Aij be Cartesian components of a second rank tensor and let b; be Cartesian compo- nents of a vector. a) Show that aijbj form a vector. b) Prove that aii are invariant upon rotation of the coordinate system. 5 a) Give the definition of a pseudotensor. b) Which of the following Eijk, бijEklm, form pseudotensors and why? Eijke kjm,
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