Abstract Conventional direction of arrival (DOA) tracking methods typically track circular signals with a fixed number of sources without considering time-varying numbers of non-circular (NC) signals DOA tracking. To solve this problem, we propose a DOA tracking method for NC signals with a probabilistic hypothesis density (PDH) filter based on an improved likelihood function. We improve the likelihood function of PHD by taking advantage of the NC signal characteristics, thereby separating the mixed measures and constructing the likelihood function corresponding to each source. In addition, we exponentially weight the likelihood function to improve the accuracy further. Finally, we achieved DOA tracking of the time-varying NC signals using the PHD filtering implemented by sequential Monte Carlo (SMC). Based on simulation findings, the suggested approach outperforms the conventional method in terms of tracking accuracy and can address the issue of changing NC signal numbers throughout the tracking process.
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