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For each of the following time-varying electric fields (i) calculate the corresponding magnetic field intensity H from Faraday's Law and (ii) determine if the E and H fields satisfy the other three Maxwell's equations in free space (μ = 0,= Eo) with J = 0 and po 0. a. E₁ = y cos(2t + 2z/c) where c = 1/(oo) is the speed of light in free space. D

For each of the following time-varying electric fields (i) calculate the corresponding magnetic field intensity H from Faraday's Law and (ii) determine if the E and H fields satisfy the other three Maxwell's equations in free space (μ = 0,= Eo) with J = 0 and po 0. a. E₁ = y cos(2t + 2z/c) where c = 1/(oo) is the speed of light in free space. D

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For each of the following time-varying electric fields (i) calculate the corresponding magnetic field intensity H from Faraday's Law and (ii) determine if the E and H fields satisfy the other three Maxwell's equations in free space (= Mo, E = Eo) with J = 0 and P₂ = 0. a. E₁ = y cos (2t + 2z/c) where c = √1/(Moo) is the speed of light in free space. b. E₂ = = 2 sin(t - z/c)
Transcribed Image Text:For each of the following time-varying electric fields (i) calculate the corresponding magnetic field intensity H from Faraday's Law and (ii) determine if the E and H fields satisfy the other three Maxwell's equations in free space (= Mo, E = Eo) with J = 0 and P₂ = 0. a. E₁ = y cos (2t + 2z/c) where c = √1/(Moo) is the speed of light in free space. b. E₂ = = 2 sin(t - z/c)
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