2) Compute the field in region 2 (inside the solid dielectric cylinder). For this problem, assume that the region around the cylinder is free space with μ,-Ho and that the dielectric cylinder has μ2-...
2) In figure, a top view of a solid conducting cylinder with radius a - 1 em, whose center is at the origin of the coordinate system and +z axis is towards out of page. It is concentric with a hollow cylindrical conductor of inner radius b 3 cm and outer radius c 5 cm. Both cylinders have L-5 m lengths which can be assumed to be infinitely long since L > c. The solid cylinder has total net charge...
2r Problem 3 (20pts). Given 2 concentric loops in free space po = 411 x 10-7 (H/m), The magnetic field of a loop is B = Mo!, assume B1 is uniform inside all the loops. Rz=2002 and 11 = sin(wt) A. Find: a) Self and Mutual Inductance due to 11. b) Current direction for 12 c) Vi and V2 1 a 12 V R2 V2 w
Problem 3 (20pts). Given 2 concentric loops in free space Mo = 410 x 10-7 (H/m), The magnetic field of a loop is B = ", assume B, is uniform inside all the loops. Rz=20052 and 1= sin(wt) A. Find: a) Self and Mutual Inductance due to 11. b) Current direction for 12 c) V and V2 I 12 V w R V2 II