| Abstract | Analyses of the responses of radio noise meter quasi peak and field intensity circuits to the following types of in put pulses are given: periodic rectangular pulses, random rectangular pulses, random double exponential pulses (e.g., positive corona pulses). An experimental investigation of corona pulses originating on points and conductors is de scribed. The probability density functions for the time in tervals between pulses, and the shapes and amplitudes of these pulses were determined. It is shown that for random corona pulses, with charac teristics disclosed in tests on conductors, the quasi-peak reading of a noise meter is proportional to the average charge content of the pulse and to the square root of the average repetition rate. |
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