the amplitude of an elliptically polarized plane wave traveling in a lossless nonmagnetic medium with er=4 and hy0=3 mA/m and hz0=4 mA/m determine the average power flowing through and aperature in the y-z plane if its area is 20m^2
Added by Thomas F.
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To determine the average power flowing through an aperture in the y-z plane for the given elliptically polarized plane wave, we will follow these steps: Show more…
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In a non-magnetic medium E = 4sin (2̴̵̶̷̸̡̢̧̨̛̖̗̘̙̜̝̞̟̠̣̤̥̦̩̪̫̬̭̮̯̰̱̲̳̹̺̻̼͇͈͉͍͎̇̀́̃̄̅̆̇̈̉̊̋̌̍̎̏̐̑̒̓̔̽̾̿̀́͂̓̈́͆͊͋͌̕̚ͅ͏͓͔͕͖͙͚͐͑͒͗͛ͣͤͥͦͧͨͩͪͫͬͭͮͯ͘͜͟͢͝͞͠͡ͰͱͲͳʹ͵Ͷͷͺͻͼͽ;Ϳ΄΅Ά·ΈΉΊΌΎΏΐΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡΣΤΥΦΧΨΩΪΫάέήίΰαβγδεζηθικλμνξοπ × 10^7t - 0.8x)ű V/m Find (a) εr, η, (b) the time-averaged power carried by the wave, and (c) the total power crossing 1 m^2 of plane 2x + y = 5.
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A 1 W/m², linearly-polarized, 4 GHz EM plane wave is traveling through a block of alumina. What are the expressions for the electric and magnetic field intensities if the magnetic field is in the y direction and the wave is traveling in the -z direction? Remember to include loss.
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The complex H field of a uniform plane wave traveling in an unbounded source-free medium of free space is given by H = 3 * Sy * e^(-jkz). The frequency of the wave is 1 GHz. Note: ε = 8.85 * 10^(-12) F/m, μ = 4π * 10^(-7) H/m. Find the: a) corresponding electric field; b) time-average power density (real part of the complex Poynting vector).
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