(A) A given material has a conductivity of a = 5 x 105 (0-m)¹, permittivity ε = 100, and permeability μ=Ho. For w = 5 x 10¹5 Hz, compute the skin depth. (B) The electric field of an electromagnetic wave E = E, cos(6×10³ at-2nz+0)à, is the sum of two electric fieldsE, and E₂ where E₁ = 3 cos (6×10 zt-2=-200z)à, and E₂ = 5 cos(6×10³ ni-2n=-7/4), Find E, and 8. Ep= 8.854*10-12 F/m Ho= 1.257 x 10 *H/m Co= 3*10 m/s

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(A) A given material has a conductivity of a = 5 x 105 (0-m)¹, permittivity ε = 100, and
permeability μ=Ho. For w = 5 x 10¹5 Hz, compute the skin depth.
(B) The electric field of an electromagnetic wave
E = E, cos (6×10³ at-2nz+0)à,
is the sum of two electric fieldsE, and E₂ where
E₁ = 3 cos (6×10 zt-2n=-200z)à, and E, = 5 cos (6x10³ nt-2n=-)a,
Find E, and 8.
Ep= 8.854*10-12 F/m
Ho= 1.257 x 10 *H/m
Co= 3*10 m/s
Transcribed Image Text:(A) A given material has a conductivity of a = 5 x 105 (0-m)¹, permittivity ε = 100, and permeability μ=Ho. For w = 5 x 10¹5 Hz, compute the skin depth. (B) The electric field of an electromagnetic wave E = E, cos (6×10³ at-2nz+0)à, is the sum of two electric fieldsE, and E₂ where E₁ = 3 cos (6×10 zt-2n=-200z)à, and E, = 5 cos (6x10³ nt-2n=-)a, Find E, and 8. Ep= 8.854*10-12 F/m Ho= 1.257 x 10 *H/m Co= 3*10 m/s
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