1.) Wave Polarization Determine the polarization of the following waves, i.e., linear, circular or elliptical, and propagation direction. If any wave is linearly polarized, determine the inclination angle. For non-linear polarization, determine the rotation direction. Draw a polarization diagram in each case (i.e. a projection of the wave in the plane perpendicular to the direction of propagation). a.) Ē(z, t) = £3cos(wt – kz) + ÿ3cos(wt – kz) b.) Ē(2, t) = &2cos(wt + k2) + ŷ2cos(wt + kz) c.) E (z, t) = r5cos(wt – kz) – ý3cos(wt – )
1.) Wave Polarization Determine the polarization of the following waves, i.e., linear, circular or elliptical, and propagation direction. If any wave is linearly polarized, determine the inclination angle. For non-linear polarization, determine the rotation direction. Draw a polarization diagram in each case (i.e. a projection of the wave in the plane perpendicular to the direction of propagation). a.) Ē(z, t) = £3cos(wt – kz) + ÿ3cos(wt – kz) b.) Ē(2, t) = &2cos(wt + k2) + ŷ2cos(wt + kz) c.) E (z, t) = r5cos(wt – kz) – ý3cos(wt – )
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![1.) Wave Polarization
Determine the polarization of the following waves, i.e., linear, circular or elliptical, and propagation
direction. If any wave is linearly polarized, determine the inclination angle. For non-linear
polarization, determine the rotation direction. Draw a polarization diagram in each case (i.e. a
projection of the wave in the plane perpendicular to the direction of propagation).
a.) E(2, t) = â 3cos(wt – kz) + ý3cos(wt – kz)
b.) E ( 2, t) = &2cos(wt + kz) + ŷ2cos(wt + kz)
c.) E (2, t) = r5cos(wt – kz) – ĝ3cos(wt – 2)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3fdf426d-8b33-4bfe-be10-1a4459516cd2%2F795d3e06-1804-4657-a666-bbb7bc016a2b%2Fdtiwyyr_processed.png&w=3840&q=75)
Transcribed Image Text:1.) Wave Polarization
Determine the polarization of the following waves, i.e., linear, circular or elliptical, and propagation
direction. If any wave is linearly polarized, determine the inclination angle. For non-linear
polarization, determine the rotation direction. Draw a polarization diagram in each case (i.e. a
projection of the wave in the plane perpendicular to the direction of propagation).
a.) E(2, t) = â 3cos(wt – kz) + ý3cos(wt – kz)
b.) E ( 2, t) = &2cos(wt + kz) + ŷ2cos(wt + kz)
c.) E (2, t) = r5cos(wt – kz) – ĝ3cos(wt – 2)
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