- #1
smoothman
- 39
- 0
(1)
using stokes theorem and cutting the surface into 2 parts how can we prove that
[tex]\int [/tex] curl A.n dS = 0
assume the surface "S" to be smooth and closed, and "n" is the unit outward normal as usual.
(2)
How can you prove
[tex]\int [/tex] curl A.n dS = 0
using the divergence theorem?
using stokes theorem and cutting the surface into 2 parts how can we prove that
[tex]\int [/tex] curl A.n dS = 0
assume the surface "S" to be smooth and closed, and "n" is the unit outward normal as usual.
(2)
How can you prove
[tex]\int [/tex] curl A.n dS = 0
using the divergence theorem?