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- W2053835710 abstract "If a non-Gaussian noise is square law rectified, the power in the lowest frequencies can be computed if one knows the power spectrum S(ω) and the envelope correlation function E(ω1,ω2) of the input. The theory is thus related to (nonlinear) correlations between noise components at different frequencies. In certain cases it is possible to express the results in terms of more elementary parameters of the input. This occurs when the input consists of (a) a linear super-position of similar pulses which occur at random with average frequency ν0 per second, or (b) high-frequency Gaussian noise modulated in amplitude by low frequency noise of maximum frequency ν0. In each case, the magnitude of the low frequency power of the rectified noise is (approximately) inversely proportional to ν0, other parameters remaining the same. Under the direction of Dr. Philip Rudnick, some measurements on audio noises have been made. The low frequency fluctuations of rectified thermal noise, radio static and human speech are compared. It is found that while thermal noise behaves Gaussianly, the other examples conform more to models (a) or (b) with suitable ν0." @default.
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- W2053835710 date "1955-01-01" @default.
- W2053835710 modified "2023-10-06" @default.
- W2053835710 title "Low Frequency Fluctuations of Rectified Non‐Gaussian Noise" @default.
- W2053835710 doi "https://doi.org/10.1121/1.1917918" @default.
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