- #1
mishima
- 560
- 34
Hi, in Boas Mathematical Methods in the Physical Sciences, Chapter 6 section 11 problem 17 has a list of 7 theorems it calls "Vector Integral Theorems". For example,
$$\int \vec \nabla \times \vec V \ d\tau = \oint \vec n \times \vec V \ d\sigma$$
I understand their derivations from the Divergence and Stoke's theorems, but I was looking for a reference where I could find more information on how these theorems are applied in practical situations of science. Or perhaps they have a more formal name in mathematics I could use to search for more information on my own. Thanks.
$$\int \vec \nabla \times \vec V \ d\tau = \oint \vec n \times \vec V \ d\sigma$$
I understand their derivations from the Divergence and Stoke's theorems, but I was looking for a reference where I could find more information on how these theorems are applied in practical situations of science. Or perhaps they have a more formal name in mathematics I could use to search for more information on my own. Thanks.