The magnetic field phasor of a wave traveling in a medium with intrinsic impedance n = 120 2 is given by H₁ = (2a, 3a,) e-j³² mA/m е - 3a The associated electric field phasor is: 1 NOTE: You may use H = = ak XE or E-1 =-nak n E = S -j3z E = (-360a - 240a,) e V S -0.36a -0.24a,) e-j3z е E₁ = (-240a - 360a) e-j³² V е V -j3z E = (-0.24a -0.36a) e-j³² v S x H, where a is a unit vector in the direction of the wave propagation.

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The magnetic field phasor of a wave traveling in a medium with intrinsic impedance n = 120 2 is given by
H = (2a -3a,) e
S
The associated electric field phasor is:
-j3z
1
NOTE: You may use H = a × E or E = -na, x H, where a is a unit vector in the direction of the wave propagation.
n
E =
S
mA/m
-240a,)
-360ax
-j3z
= (-0.36a -0.24a,) e V
S
E
E =
= (-240a - 360a)
e
e
-j3z
-j3z
V
V
E,= (-0.24a -0.36a,) e-j³² V
-j3z
е
S
Transcribed Image Text:The magnetic field phasor of a wave traveling in a medium with intrinsic impedance n = 120 2 is given by H = (2a -3a,) e S The associated electric field phasor is: -j3z 1 NOTE: You may use H = a × E or E = -na, x H, where a is a unit vector in the direction of the wave propagation. n E = S mA/m -240a,) -360ax -j3z = (-0.36a -0.24a,) e V S E E = = (-240a - 360a) e e -j3z -j3z V V E,= (-0.24a -0.36a,) e-j³² V -j3z е S
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