ok this probley seems simple but i just need to see how to do it, ok well how do u evaluate this...
find the flux of
the vector field...
\vec{F}=<x,y,z>
throught this surface above the xy-plane..
z = 4-x^2-y^2
how do u evaluate this with surface integrals method and the divergence...
I was just wondering; how is a vector valued function different from a vector field? Mathematically, they seem the same so should I think of them that way?
Viva!
I usually come upon this statement:
" Since B is solenoidal, it can be split into Toroidal and Poloidal parts, i.e, B=Bt+Bp, where Bt=curl(Tr) and Bp=curlcurl(Pr)"
How can I prove this??
I think it is somehow related with the stokes theorem...
Looking forward for...