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The Quarterly Journal of Mechanics and Applied Mathematics 1954 7(4):505-509; doi:10.1093/qjmam/7.4.505
© 1954 by Oxford University Press
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TABLES OF BENNETT FUNCTIONS FOR THE TWO-FREQUENCY MODULATION PRODUCT PROBLEM FOR THE HALF-WAVE LINEAR RECTIFIER{dagger}

R. L. STERNBERG, J. S. SHIPMAN and W. B. THURSTON

( Laboratory for Electronics, Inc. Massachusetts, U.S.A.
Massachusetts Institute of Technology U.S.A. )

The double Fourier series expansion of the output from a half-wave linear rectifier with a two-frequency input is well known. The purpose of this paper is to provide tables of numerical values of the first several coefficients in that expansion as functions of the input amplitude ratio k. The tables provided are of sufficient accuracy to permit a number of additional coefficients of higher order to be determined by known recursion relations.


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