Please work this out with a picture attached with your work by hand, I will give
ID: 1918163 • Letter: P
Question
Please work this out with a picture attached with your work by hand, I will give a great rating if you are full in your steps and write legibally :D, many, many, many thanks for the help.
Verify stoke/s theorem (evaluate dirececly both sides of stokes theorem equation for the vector
V = (xy xhat) + (yz yhat) + (z^2 zhat)
over the unit cube with vertices at (0,0,0) , (1,0,0) , (1,1,0) , (0,1,0) , (0,0,1) , (1,0,1) , (1,1,1) and (0,1,1), if the face of the cube in the xy plane is missing.
HINT - the hint says to verify this by evaluating each side of stokes theorem independently and that this verification of stokes theorem will involve 5 sufrace integrals and 4 path integrals.
Explanation / Answer
http://www.cfd-online.com/Wiki/Navier-Stokes_equations