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A UNIFIED STATISTICAL APPROACH TO VECTORIAL SUMMATION OF RANDOM HARMONIC COMPONENTS
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| Author(s) |
L. Pierrat |
| Abstract |
The history and the state of the art concerning different methods available for the calculation of the resultant of random harmonic vectors are first presented in this paper. This is followed by the development of a unified analytical method that allows to find the statistical distribution of harmonic resultant. The proposed method is found to be able to assure the continuity between the perfect statistical compensation and the purely deterministic addition. Consequently, the calculation of the exceeding probability is included for all resultant values and for any number of harmonics. The limits of generalized sum method that is based on semi-empirical consideration are also discussed. |
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| Filename: | Unnamed file |
| Filesize: | 3.754 MB |
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| Type |
Members Only |
| Date |
Last modified 2019-08-06 by System |
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