With the help of gauss theorem find the stream of the vector field W=[x^2/9.y^2/9,z^2/9] through the part of the cone surface x^2+y^2=2z closed by the deck z=3.

Question

anonymous · Answer

gauss' theorem has to do with electrodynamics flux's. specify which theorem you are asking to use plz

anonymous · Answer

the convergance theorem

anonymous · Answer

i don't think gauss has a convergence theorem. not that a know of. he has a divergence theorem but it can't be used here.

anonymous · Answer

yes it's the divergence theorem

anonymous · Answer

you're looking for stream, check physics forum?

anonymous · Answer

ok, thanks

anonymous · Answer

just do del dot W DV
∂(M)/∂x+∂(N)/∂y+∂(P)/∂z DV
I would use sperical coordinates for this one
its a triple integral looks like a lot of work but can be done.
see "Stream" flow flux should all have the same meaning, saying that this feild is "FLOWING" through the cone.