The validity of the Central Limit Theorem for the sum of N, K distributed random phasors is investigated. It is demonstrated that the number of phasors that must be summed to obtain an amplitude distribution that can be approximated by a Rayleigh depends strongly on the underlying K-distribution, and is of order 200 for Weibull statistics.
Central limit theorem: Use with caution
IEEE Transactions on Aerospace and Electronic Systems ; 37 , 2 ; 739-740
2001-04-01
87655 byte
Article (Journal)
Electronic Resource
English
CORRESPONDENCE - Central Limit Theorem: Use with Caution
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|IuD Bahn | 2001
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