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t 3. An infinite sheet lying in the z = 0 plane carries a surface current of density Js = -0.2 cos(6 × 108t)â, A/m The region z> 0 is a perfect dielectric of € = 2.250 and μ = 0, whereas the region z <0 is a perfect dielectric of E= 40 and = o. Find E(z, t) and H(z, t) on both sides of the sheet.

t 3. An infinite sheet lying in the z = 0 plane carries a surface current of density Js = -0.2 cos(6 × 108t)â, A/m The region z> 0 is a perfect dielectric of € = 2.250 and μ = 0, whereas the region z <0 is a perfect dielectric of E= 40 and = o. Find E(z, t) and H(z, t) on both sides of the sheet.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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3. An infinite sheet lying in the z = 0 plane carries a surface current of density t J = -0.2 cos(6 × 10³ t)â A/m The region z> 0 is a perfect dielectric of € = 2.250 and μ = μo, whereas the region z <0 is a perfect dielectric of € = 4e0 and = o. Find E(z, t) and H(z, t) on both sides of the sheet.
Transcribed Image Text:3. An infinite sheet lying in the z = 0 plane carries a surface current of density t J = -0.2 cos(6 × 10³ t)â A/m The region z> 0 is a perfect dielectric of € = 2.250 and μ = μo, whereas the region z <0 is a perfect dielectric of € = 4e0 and = o. Find E(z, t) and H(z, t) on both sides of the sheet.
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