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An EM-wave is propagating in a medium (medium 1) with index of refraction, n1=2, and is incident at an angle 6; on a medium (medium 1) with index of refraction n2=1.5. Then, the wave propagates through medium 2 and hits the interface with a third medium, with index of refraction n3=1, as shown in the figure below. If the power of the incident wave is 1W, and assuming lossless media, calculate the angle of exit (in medium 3) and the total transmitted power in the medium 3. a. b. Consider that the wave consists is linearly polarized at 45 degrees in respect to the plane of incidence. n2 O exit

An EM-wave is propagating in a medium (medium 1) with index of refraction, n1=2, and is incident at an angle 6; on a medium (medium 1) with index of refraction n2=1.5. Then, the wave propagates through medium 2 and hits the interface with a third medium, with index of refraction n3=1, as shown in the figure below. If the power of the incident wave is 1W, and assuming lossless media, calculate the angle of exit (in medium 3) and the total transmitted power in the medium 3. a. b. Consider that the wave consists is linearly polarized at 45 degrees in respect to the plane of incidence. n2 O exit

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An EM-wave is propagating in a medium (medium 1) with index of refraction, n1=2, and is incident at an angle 0; on a medium (medium 1) with index of refraction n2=1.5. Then, the wave propagates through medium 2 and hits the interface with a third medium, with index of refraction nz=1, as shown in the figure below. If the power of the incident wave is 1W, and assuming lossless media, calculate the angle of exit (in medium 3) and the total transmitted power in the medium 3. a. b. Consider that the wave consists is linearly polarized at 45 degrees in respect to the plane of incidence. n2 n3 exit
Transcribed Image Text:An EM-wave is propagating in a medium (medium 1) with index of refraction, n1=2, and is incident at an angle 0; on a medium (medium 1) with index of refraction n2=1.5. Then, the wave propagates through medium 2 and hits the interface with a third medium, with index of refraction nz=1, as shown in the figure below. If the power of the incident wave is 1W, and assuming lossless media, calculate the angle of exit (in medium 3) and the total transmitted power in the medium 3. a. b. Consider that the wave consists is linearly polarized at 45 degrees in respect to the plane of incidence. n2 n3 exit
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