1972•IEEE Transactions on Electromagnetic CompatibilityRequires access

Cross-Ambiguity Function for a Linear FM Pulse Compression Radar

Stanley A. Cohen

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Abstract

Three-dimensional computer plots of the cross-ambiguity function are developed in order to illustrate the discrimination against improperly coded signals in a pulse compression matched filter. The filter response envelope amplitude is plotted as a function of time and frequency offset for input signals mismatched in FM rate, pulsewidth, and timedomain amplitude weighting. Illustrative examples of the unnormalized cross-ambiguity diagram reveal the signal-to-interference ratio improvement of this filter in the presence of signals with no FM or reverse slope FM. The effect of Hamming weighting on the waveform response is also shown.

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What this paper is about

Three-dimensional computer plots of the cross-ambiguity function are developed in order to illustrate the discrimination against improperly coded signals in a pulse compression matched filter. The filter response envelope amplitude is plotted as a function of time and frequency offset for input signals mismatched in FM rate, pulsewidth, and timedomain amplitude weighting. Illustrative examples of the unnormalized cross-ambiguity diagram reveal the signal-to-interference ratio improvement of this filter in the presence of signals with no FM or reverse slope FM. The effect of Hamming weighting on the waveform response is also shown.

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Available abstract

Three-dimensional computer plots of the cross-ambiguity function are developed in order to illustrate the discrimination against improperly coded signals in a pulse compression matched filter. The filter response envelope amplitude is plotted as a function of time and frequency offset for input signals mismatched in FM rate, pulsewidth, and timedomain amplitude weighting. Illustrative examples of the unnormalized cross-ambiguity diagram reveal the signal-to-interference ratio improvement of this filter in the presence of signals with no FM or reverse slope FM. The effect of Hamming weighting on the waveform response is also shown.

Key concepts: Ambiguity function, Pulse compression, Amplitude, Waveform, Weighting, Matched filter, Pulse repetition frequency, Filter (signal processing)

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