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Given that H1 = (2a) ax – 2b ay + 2c az A/m, and E1 = (4a) ax +4c ayt 4b az V/m, in the region ax - (b+1) y + (a-1) z < 0, where ui = 2 (a+2) µo, and ɛ1 = 2 (a+1) eo, calculate: i. Mı, B1, P1, and DI ii. Apply the boundary conditions and calculate H2, B2, E2, and D2 in the other side of the region, i.e., ax - (b+1) y+ (a-1) z> 0, where u2 = 4 µo, and e2 = 4 co. The surface charge density and the surface current density are both zero.

Given that H1 = (2a) ax – 2b ay + 2c az A/m, and E1 = (4a) ax +4c ayt 4b az V/m, in the region ax - (b+1) y + (a-1) z < 0, where ui = 2 (a+2) µo, and ɛ1 = 2 (a+1) eo, calculate: i. Mı, B1, P1, and DI ii. Apply the boundary conditions and calculate H2, B2, E2, and D2 in the other side of the region, i.e., ax - (b+1) y+ (a-1) z> 0, where u2 = 4 µo, and e2 = 4 co. The surface charge density and the surface current density are both zero.

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Note: The value of a=0, b=5 and C=7.
Given that H1 = (2a) ax – 2b ay + 2c az A/m, and E1 = (4a) ax +4c ayt 4b az V/m, in the region ax - (b+1) y + (a-1) z< 0, where ui = 2 (a+2) µo, and ɛ1 = 2 (a+1) eo, calculate: i. M1, B1, P1, and DI ii. Apply the boundary conditions and calculate H2, B2, E2, and D2 in the other side of the region, i.e., ax - (b+1) y+ (a-1) z> 0, where u2 = 4 µo, and €2 = 4 co. The surface charge density and the surface current density are both zero.
Transcribed Image Text:Given that H1 = (2a) ax – 2b ay + 2c az A/m, and E1 = (4a) ax +4c ayt 4b az V/m, in the region ax - (b+1) y + (a-1) z< 0, where ui = 2 (a+2) µo, and ɛ1 = 2 (a+1) eo, calculate: i. M1, B1, P1, and DI ii. Apply the boundary conditions and calculate H2, B2, E2, and D2 in the other side of the region, i.e., ax - (b+1) y+ (a-1) z> 0, where u2 = 4 µo, and €2 = 4 co. The surface charge density and the surface current density are both zero.
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