Let E = E 1 + E 2 be the electric field of the sum of two
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Let E = E1 + E2 be the electric field of the sum of two monochromatic plane waves propagating in the z-direction. One wave has frequency ω1 and is elliptically polarized. The other wave has frequency ω2 and is elliptically polarized in a different way than the first wave. Derive precise, quantitative conditions that relate the averaging time T to ω1 and ω2 so the wave intensities satisfy I = I1 + I2.
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