I have a volume integral that I've rewritten as a surface integral using Guass' theorem. The surface is that of a sphere. How do I actually compute the integral if the integrand is a tensor?
Thankful for any suggestions.
Printable View
I have a volume integral that I've rewritten as a surface integral using Guass' theorem. The surface is that of a sphere. How do I actually compute the integral if the integrand is a tensor?
Thankful for any suggestions.
The integral of a tensor, in a given coordinate system, is the tensor whose entries are the integrals of the entries of the original tensor.