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Q.6) Given a 20 MHz uniform plane wave with $vec{H} = (6hat{a}_x - j2hat{a}_y)e^{-jz}$ A/m, assume propagation in a lossless medium characterized by $epsilon_r = 5$ and an unknown $mu_r$. (a) Find the wavelength ($lambda$), the velocity of propagation ($v_p$), the relative permeability ($mu_r$), and the intrinsic impedance ($eta$). (b) Determine the $vec{E}$ field at $t = 20$ ns.

          Q.6) Given a 20 MHz uniform plane wave with $vec{H} = (6hat{a}_x - j2hat{a}_y)e^{-jz}$ A/m, assume propagation in a lossless medium characterized by $epsilon_r = 5$ and an unknown $mu_r$.
(a) Find the wavelength ($lambda$), the velocity of propagation ($v_p$), the relative permeability ($mu_r$), and the intrinsic impedance ($eta$).
(b) Determine the $vec{E}$ field at $t = 20$ ns.

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Q.6) Given a 20 MHz uniform plane wave with vecH = (6hatax - j2hatay)e^-jz A/m, assume propagation in a lossless medium characterized by epsilonr = 5 and an unknown mur.
(a) Find the wavelength (lambda), the velocity of propagation (vp), the relative permeability (mur), and the intrinsic impedance (eta).
(b) Determine the vecE field at t = 20 ns.

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University Physics with Modern Physics

Hugh D. Young 14th Edition

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Solved by Expert Madhur L

06/27/2023

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Determine the frequency of the wave. 20 MHz. Show more…

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Given a 20 MHz uniform plane wave with F = (6a j2a, Je # A/m assume propagation in a lossless medium characterized by Îµ = 5 and an unknown Î». Find the wavelength (Î»), the velocity of propagation (Vp), the relative permeability (Î¼), and the intrinsic impedance (Z). (b) Determine the E field at t = 20 ns.

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