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QUESTION.3. A plane wave traveling in a medium with ɛr1 = 4. Both media are made of nonmagnetic, nonconducting materials. If the magnetic field of the incident plane wave is given by is normally incident upon a second medium with ɛr2 = H = î 2 cos(2n × 10°t – ky) [A/m] a) obtain time domain expressions for the electric and magnetic fields in each of the two media, b) determine the average power densities of the incident, reflected and transmitted waves.

QUESTION.3. A plane wave traveling in a medium with ɛr1 = 4. Both media are made of nonmagnetic, nonconducting materials. If the magnetic field of the incident plane wave is given by is normally incident upon a second medium with ɛr2 = H = î 2 cos(2n × 10°t – ky) [A/m] a) obtain time domain expressions for the electric and magnetic fields in each of the two media, b) determine the average power densities of the incident, reflected and transmitted waves.

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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QUESTION.3. is normally incident upon a second medium with ɛr2 = A plane wave traveling in a medium with ɛr = 4. Both media are made of nonmagnetic, nonconducting materials. If the magnetic field of the incident plane wave is given by H = î 2 cos(2n × 10°t – ky) [A/m] a) obtain time domain expressions for the electric and magnetic fields in each of the two media, b) determine the average power densities of the incident, reflected and transmitted waves.
Transcribed Image Text:QUESTION.3. is normally incident upon a second medium with ɛr2 = A plane wave traveling in a medium with ɛr = 4. Both media are made of nonmagnetic, nonconducting materials. If the magnetic field of the incident plane wave is given by H = î 2 cos(2n × 10°t – ky) [A/m] a) obtain time domain expressions for the electric and magnetic fields in each of the two media, b) determine the average power densities of the incident, reflected and transmitted waves.
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