- #1
galipop
- 51
- 0
Hi All,
Given electric field E=c(2bxy,x^2+ay^2), I need to determine the constants a and b such that CURL E = 0 and DIV E = 0. I'm also given a path from (0,0) , (1,0) and (1,1).
Ok so the curl = 0+0+cx(2-b) = 0
and the divergence = 2cy(b+a) = 0
How do I solve for a and b at this stage given so many variables?
Also how do I compute the potential in this case.
Given electric field E=c(2bxy,x^2+ay^2), I need to determine the constants a and b such that CURL E = 0 and DIV E = 0. I'm also given a path from (0,0) , (1,0) and (1,1).
Ok so the curl = 0+0+cx(2-b) = 0
and the divergence = 2cy(b+a) = 0
How do I solve for a and b at this stage given so many variables?
Also how do I compute the potential in this case.