Engineering Electromagnetics
Engineering Electromagnetics
9th Edition
ISBN: 9780078028151
Author: Hayt, William H. (william Hart), Jr, BUCK, John A.
Publisher: Mcgraw-hill Education,
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Chapter 11, Problem 11.29P

Consider a left circularly polarized wave in free space that propagates in the forward z direction. The electric field is given by the appropriate form of Eq. (100). Determine (a) the magnetic field pharos: H-; (b) an expression for the average power density in the wave in W/m2 by direct application of Eq. (77).

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The magnetic field of a wave propagating through a certain nonmagnetic material in the negative z direction has an amplitude of 45mAlm and a frequency of 10Š Hz. If the wave is polarized on the positive x direction and the phase velocity of the wave is 10 m/s. Assume the initial phase is 30°. Find the relative permittivity of the material. Select one: O a. The relative permittivity of the material = 1 O b. The relative permittivity of the material = V3 O c. The relative permittivity of the material = 0 O d. The relative permittivity of the material = 3 O e. The relative permittivity of the material = 9 %3D
The magnetic field of a wave propagating through a certain nonmagnetic material in the negative z direction has an amplitude of 45MA/M and a frequency of 10% Hz. If the wave is polarized on the positive x direction and the phase velocity 10° m/s. Assume the initial phase is 30°. Find the relative permeability of the material. Select one: O a. The permeability of the material = 9. O b. The permeability of the material = 0. O c. The permeability of the material =1. O d. The permeability of the material = 2. O e. The permeability of the material = 3.
Problem 2. The general wave equation for the electric field E: a²Ē 1 aj = - Using the same approach, derive an equivalent equation for the magnetic field intensity vector H.
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