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Alternating Tensors and Kronecker Delta by Rishita is a document available to read on EtoBox.

What is Alternating Tensors and Kronecker Delta about?

1) When two indices are common between two alternating unit tensors, it equals the Kronecker delta. When one index is common, it equals the difference of Kronecker deltas. 2) Vectors can be added and subtracted by adding or subtracting their components. 3) There are three types of vector products: dyadic, dot, and cross. The dyadic product gives a second order tensor. The dot product is a scalar. The cross product gives a vector that is normal to the two input vectors.

Author
Rishita
Language
EN