T:38) (1) (2)Figure 1b) Incident and Reflected Waves at a Lossless Dielectric Interface. A plane wave isgiven as E = E,e-i#z8 [V/m] and propagates in free space. The wave hits adielectric wall (8 =2e. [F/m]) at normal incidence. With E, = 10 V/m, lo = 4x x10" H/m, E, = 8.854 x1012 F/m, f 1 GHz, calculate:i.The peak electric field intensity, left of the wall.ii.The peak magnetic field intensity, left of the wall.

Weknow η0=μ0∈0Given wave hits dielectric wall ∈=2∈0η1=μ02∈0η1=12×μ0∈0η2=η02Wee…

E (1) (2) Figure 1 b) Incident and Reflected Waves at a Lossless Dielectric Interface. A plane wave is given as E = E,e-f V/m] and propagates in free space. The wave hits a dielectric wall (e =2e. [F/m]) at normal incidence. With E, 10 V/m, lo4x x 10 H/m, 8.854 x102 F/m, f 1 GHz, calculate: i. The peak electric field intensity, left of the wall. ii. The peak magnetic field intensity, left of the wall.

E (1) (2) Figure 1 b) Incident and Reflected Waves at a Lossless Dielectric Interface. A plane wave is given as E = E,e-f V/m] and propagates in free space. The wave hits a dielectric wall (e =2e. [F/m]) at normal incidence. With E, 10 V/m, lo4x x 10 H/m, 8.854 x102 F/m, f 1 GHz, calculate: i. The peak electric field intensity, left of the wall. ii. The peak magnetic field intensity, left of the wall.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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