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1. Homework Statement
Two plates of equal area: length b, width w
On one side, the plates are a distance d away from each other, on the other side, a distance d+a
2. Homework Equations
No equations given. Using
E= kq/r^2, V=∫E*dl
3. The Attempt at a Solution
E = kq ∫∫dxdz/(x^2 + z^2 + y(x)^2)
y(x) = a + ax/b
Integrating x from 0 to b, and z from 0 to w.
Doing this gives a very very messy solution, give me the impression that this is the incorrect path.
Two plates of equal area: length b, width w
On one side, the plates are a distance d away from each other, on the other side, a distance d+a
2. Homework Equations
No equations given. Using
E= kq/r^2, V=∫E*dl
3. The Attempt at a Solution
E = kq ∫∫dxdz/(x^2 + z^2 + y(x)^2)
y(x) = a + ax/b
Integrating x from 0 to b, and z from 0 to w.
Doing this gives a very very messy solution, give me the impression that this is the incorrect path.
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