This paper presents a new and simple technique for evaluating the correlation function and the power spectrum of a randomly shaped pulse train defined as y(t) = ∞Σhn(t-tn) n=-∞ where the {hn(·)} are random functions that describe the shape of the pulses and where the random occurrence times {tn} constitute a stationary point process. The obtained results are very simple, and various illustrations are given.
Correlation Function and Power Spectrun of Randomly Shaped Pulse Trains
IEEE Transactions on Aerospace and Electronic Systems ; AES-3 , 5 ; 774-778
1967-09-01
1097727 byte
Article (Journal)
Electronic Resource
English
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