20112ee131B_1_hw3

20112ee131B_1_hw3 - EE 131 B Winter 2010 HOME WORK 3 1. Let...

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Σ EE 131 B Winter 2010 HOME WORK 3 1. Let x H t, Ω L = A H Ω L Sin H Ζ H Ω L t + Φ H Ω LL , -¥ < t < ¥ where A H Ω L is Rayleigh with second moment Γ 2 Ζ H Ω L is Gaussian , H 0, L Φ H Ω L is uniform random phase All mutually independent random variables You may find it convenient to use the expansion : x H t, Ω L = A H Ω L Sin H Ζ H Ω L t L Cos Φ H Ω L + A H Ω L Cos H Ζ H Ω L t L Sin Φ H Ω L a. Find the mean of the process b. Find the the covariance function denote it
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This note was uploaded on 02/20/2012 for the course EE 131B taught by Professor Balakrishnan during the Spring '11 term at UCLA.

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