Abstract
An analysis is given to determine the output voltage distribution of a diode-pump ratemeter with randomly timed input pulses, when the mean input rate is high enough to make the output voltage comparable to the input pulse amplitude. An integral equation is found which exactly defines the distribution and which is suitable for numerical solution. Some typical distribution are given. Also, exact analytical formulae for the mean, standard deviation and skewness are derived from this equation. The results are summarised and compared with those of previously available theory. The case where a scale-of-two input circuit is used is covered in an appendix.
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