An event happens the first time several periodic pulse trains all overlap (are all "on") simultaneously. Assuming that all pulse trains are randomly located with respect to each other, it is argued that the time required is approximately an exponential random variable. A formula for the mean of this time and the results of some tests by computer simulation are given.
Overlapping Pulse Trains
IEEE Transactions on Aerospace and Electronic Systems ; AES-17 , 3 ; 380-385
1981-05-01
1619913 byte
Article (Journal)
Electronic Resource
English
On Separating Interleaved Pulse Trains
IEEE | 1974
|Clutter Suppression Properties of Weighted Pulse Trains
IEEE | 1968
|Pulse-Overlapping Super-Nyquist WDM System
British Library Online Contents | 2018
|Integrated optics generate 1-THz WDM pulse trains
British Library Online Contents | 2001
Simple method to generate nanosecond UV pulse trains
British Library Online Contents | 2002
|