Hey, I'm really sorry for posting a physics problem on this forum, but really -- I've been staring at this problem for a while now, and I'm incredibly stuck. Could anyone possibly help me out?
An infinite line of charge with linear density -3 µC/m is positioned along the axis of a thick conducting cylindrical shell of inner radius a = 2 cm and outer radius b = 3 cm and infinite length. The conducting shell has a net charge (inner and outer surfaces) per unit length along its symmetry axis of 5 µC/m.
Calculate the net radial electric field component at r=1cm and r=6cm
--
-- --
-- * --
-- --
--
I've already calculated the surface charge densities on the inner and outer surfaces of the cylindrical shell is 2.38e-5 C/m^2 and 1.06e-5 C/m^2, respectively. What the hell do I do now?
I'm completely stuck.
An infinite line of charge with linear density -3 µC/m is positioned along the axis of a thick conducting cylindrical shell of inner radius a = 2 cm and outer radius b = 3 cm and infinite length. The conducting shell has a net charge (inner and outer surfaces) per unit length along its symmetry axis of 5 µC/m.
Calculate the net radial electric field component at r=1cm and r=6cm
--
-- --
-- * --
-- --
--
I've already calculated the surface charge densities on the inner and outer surfaces of the cylindrical shell is 2.38e-5 C/m^2 and 1.06e-5 C/m^2, respectively. What the hell do I do now?
I'm completely stuck.