2021
DOI: 10.1016/j.dsp.2021.103142
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SLOPE: A monotonic algorithm to design sequences with good autocorrelation properties by minimizing the peak sidelobe level

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Cited by 4 publications
(1 citation statement)
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“…Indeed, because frequency is the derivative of phase, in order to have linear frequency properties like FMCW, the phase variation of PMCW sequences should be quadratic throughout the length of the sequence, as shown in Figure 1 for Frank, Golomb, and P1 sequences of length N = 16. Interestingly, chirplike polyphase sequences are known to typically have small PSL and ISL values 2 , the metrics which are strictly connected to the sharpness of the code autocorrelation function [25]- [33].…”
Section: A Doppler-tolerant Waveformsmentioning
confidence: 99%
“…Indeed, because frequency is the derivative of phase, in order to have linear frequency properties like FMCW, the phase variation of PMCW sequences should be quadratic throughout the length of the sequence, as shown in Figure 1 for Frank, Golomb, and P1 sequences of length N = 16. Interestingly, chirplike polyphase sequences are known to typically have small PSL and ISL values 2 , the metrics which are strictly connected to the sharpness of the code autocorrelation function [25]- [33].…”
Section: A Doppler-tolerant Waveformsmentioning
confidence: 99%