GAUSSIAN NONLINEARITY'S OUTPUT POWER SPECTRAL DENSITY DUE TO A SINUSOID PLUS BAND-LIMITED NOISE.

Moshe Kam; Paul Kalata

GAUSSIAN NONLINEARITY'S OUTPUT POWER SPECTRAL DENSITY DUE TO A SINUSOID PLUS BAND-LIMITED NOISE.

Research output: Contribution to journal › Article › peer-review

Abstract

A sinusoid accompanied by stationary, additive, nonzero-mean, bandlimited, white Gaussian noise is passed through a Gaussian nonlinear characteristic, and the output power spectral density is evaluated by using results due to S. O. Rice (1954) and D. P. Atherton (1962). Several characteristics of the Gaussian nonlinearity are revealed and input tuning is shown to contribute to output noise reduction. The results are applicable in the analysis of tracking systems using sinusoidal dithers.

Original language	English (US)
Pages (from-to)	597-601
Number of pages	5
Journal	IEEE Transactions on Information Theory
Volume	IT-32
Issue number	4
State	Published - Jul 1 1986
Externally published	Yes

All Science Journal Classification (ASJC) codes

Information Systems
Electrical and Electronic Engineering
Computer Science Applications
Library and Information Sciences

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title = "GAUSSIAN NONLINEARITY'S OUTPUT POWER SPECTRAL DENSITY DUE TO A SINUSOID PLUS BAND-LIMITED NOISE.",

abstract = "A sinusoid accompanied by stationary, additive, nonzero-mean, bandlimited, white Gaussian noise is passed through a Gaussian nonlinear characteristic, and the output power spectral density is evaluated by using results due to S. O. Rice (1954) and D. P. Atherton (1962). Several characteristics of the Gaussian nonlinearity are revealed and input tuning is shown to contribute to output noise reduction. The results are applicable in the analysis of tracking systems using sinusoidal dithers.",

author = "Moshe Kam and Paul Kalata",

year = "1986",

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language = "English (US)",

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N2 - A sinusoid accompanied by stationary, additive, nonzero-mean, bandlimited, white Gaussian noise is passed through a Gaussian nonlinear characteristic, and the output power spectral density is evaluated by using results due to S. O. Rice (1954) and D. P. Atherton (1962). Several characteristics of the Gaussian nonlinearity are revealed and input tuning is shown to contribute to output noise reduction. The results are applicable in the analysis of tracking systems using sinusoidal dithers.

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