Electric fields Flashcards
2 spheres touched. Then q’1 = ?
r1 *(q1+q2)/(r1+r2)
induced charge q = ?
Q(1- 1/K)
Electric field due to rod at a point P which makes angle alpha and beta with ends of rod
Ex = lambda/4piepsr * (sin alpha + sin beta) Ey = lambda/4piepsr * (cosalpha - cosbeta)
Electric field at the centre of an arc subtending angle theta at centre
lambda/2piepsr * sin(theta/2)
field due to disc
sigma/2eps * (1 - x/(x^2 + R^2)^3/2)
field due to ring
qx/4pieps(x^2+R^2)^3/2
Field due to hemispherical shell at the centre
sigma/4eps
E due to wire
lambda/2piepsr
E due to sheet
sigma/2eps
field due to dipole at r,theta
kp/r^3 * root(1+3cos^2theta)
Force on dipole in non uniform field
F = dU/dr = p dE/dr
Ecavity of sphere?
rho/3eps OPvector
OP is distance from centre of sphere to centre of cavity)
charge density and r relation
inversely
Potential due to dipole
kpcostheta/r^2
Potential due to ring
kq/root(x^2 + R^2)