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A uniform plane wave with E = â¸E, propagates in a lossless simple medium (8, = 4, µ, = 1,0 =0) in the +x direction. Assume that the frequency of the wave is 1 100MHZ and has a maximum value of 10 (V /m) at t=0 andx=: 8.

A uniform plane wave with E = â¸E, propagates in a lossless simple medium (8, = 4, µ, = 1,0 =0) in the +x direction. Assume that the frequency of the wave is 1 100MHZ and has a maximum value of 10 (V /m) at t=0 andx=: 8.

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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Electrical Engineering (ELCTROMAGNTIC II)
A uniform plane wave with E = â¸E, propagates in a lossless simple medium (ɛ, = 4, 4, = 1,0 = 0) in the +x direction. Assume that the frequency of the wave is 1 100MHZ and has a maximum value of 10*(V /m)at t=0 and x=- 8 a) Write the expression of the electric field for any t and x, E (x,t). Use the cosine reference. b) Write the expression of H (x,t) field for any t and x, c) Determine the locations where E, is a positive maximum when t = 10*(s).
Transcribed Image Text:A uniform plane wave with E = â¸E, propagates in a lossless simple medium (ɛ, = 4, 4, = 1,0 = 0) in the +x direction. Assume that the frequency of the wave is 1 100MHZ and has a maximum value of 10*(V /m)at t=0 and x=- 8 a) Write the expression of the electric field for any t and x, E (x,t). Use the cosine reference. b) Write the expression of H (x,t) field for any t and x, c) Determine the locations where E, is a positive maximum when t = 10*(s).
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