1. The problem statement, all variables and given/known data [PLAIN]http://img94.imageshack.us/img94/224/92898534.jpg [Broken] The figures show two types of magnetic cores that lie along the z-axis. The solid core has length L, radius a, and conductivity σ. Laminated core has N filametary cylinders each with length L and conductivity σ. If B = Bocosωt az is directed upward and the filamentary cylinders fill 90% volume of solid core, find: a.) the average eddy-current power loss in the solid core b.) the average eddy-current power loss in each of the filamentary cores. c.) the average eddy-current power loss in the total laminated core. Assume the B-field is uniform throughout both solid and laminated cores. 2. Relevant equations This is the problem, I don't know what formulas I should be using! 3. The attempt at a solution Just an attempt, this is probably way off. It I attempt to find J within the cylinder, than J = σE. I know that ∇xE = -d(B)/dt. This way I can solve E, and plug it into the formula I have started with, giving me J. What would I do from here though!? Is this even the right way?! Please help! I appreciate all help in advance!