How much spin wandering can continuous gravitational wave search algorithms handle?
arXiv:2504.08163 · doi:10.1103/PhysRevD.111.083016
Abstract
The canonical signal model in continuous gravitational wave searches is deterministic, and stable over the long integration times needed to separate a putative signal from the noise, e.g. with a matched filter. However, there exist plausible physical mechanisms that give rise to "spin-wandering", i.e. small stochastic variations in the frequency of the gravitational wave. Stochastic variations degrade the sensitivity of matched filters which assume a deterministic frequency evolution. Suites of synthetic spin-wandering injections are performed to infer the loss in sensitivity depth when compared to the depth for a canonical signal . For a fiducial spin-wandering signal that wanders by Hz per day, the depth ratio is , , , and for the coherent -statistic, semi-coherent -statistic, CrossCorr, and HMM-Viterbi algorithms respectively. Increasing the coherence time of the semi-coherent algorithms does not necessarily increase their sensitivity to spin-wandering signals.
16 pages, 7 figures. Published in PRD
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