The magnetic field of a uniform plane wave propagating in a dielectric medium with relative permeability ur= 1, relative permittivity Er= 4, and conductivity o = 0 is given by: H(x) = ŷ eikx - î jelkx (mA/m) (1) Determine the corresponding electric field E(x) and magnetic field H(x, t). (i) Evaluate the average power density carried by the wave. (i) Analyze the polarization state of the plane wave. (iv) Calculate the magnitude of electric field at frequency f = 1 MHz, time t = 2 us and distance x = 0.

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Question 2
The magnetic field of a uniform plane wave propagating in a dielectric medium with relative
permeability Ur= 1, relative permittivity &r= 4, and conductivity o = 0 is given by:
H(x) = ŷ elkx - 2 jelkx (mA/m)
%3D
(1) Determine the corresponding electric field E(x) and magnetic field H(x, t).
(i) Evaluate the average power density carried by the wave.
(ii) Analyze the polarization state of the plane wave.
(Iv) Calculate the magnitude of electric field at frequency f= 1 MHz, time t = 2 ps and
distance x = 0.
10 1366 x 768px
Transcribed Image Text:Question 2 The magnetic field of a uniform plane wave propagating in a dielectric medium with relative permeability Ur= 1, relative permittivity &r= 4, and conductivity o = 0 is given by: H(x) = ŷ elkx - 2 jelkx (mA/m) %3D (1) Determine the corresponding electric field E(x) and magnetic field H(x, t). (i) Evaluate the average power density carried by the wave. (ii) Analyze the polarization state of the plane wave. (Iv) Calculate the magnitude of electric field at frequency f= 1 MHz, time t = 2 ps and distance x = 0. 10 1366 x 768px
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