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Near-field time-frequency localization method using sparse representation

Near-field time-frequency localization method using sparse representation
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摘要 This paper presents a novel near-field source localization method based on the time-frequency sparse model. Firstly, the method converts the time domain data of array output into time-frequency domain by time-frequency transform; then constructs sparse localization model by utilizing the specially selected time-frequency points, and finally the greedy algorithms are chosen to solve the sparse problem to localize the source. When the coherent sources exist, we propose an additional iterative selection procedure to improve the estimation performance. The proposed method is suitable for uncorrelated and coherent sources, moreover, the improved estimation accuracy and the robustness to low signal to noise ratio (SNR) are achieved. Simulations results verify the efficiency of the proposed algorithm This paper presents a novel near-field source localization method based on the time-frequency sparse model. Firstly, the method converts the time domain data of array output into time-frequency domain by time-frequency transform; then constructs sparse localization model by utilizing the specially selected time-frequency points, and finally the greedy algorithms are chosen to solve the sparse problem to localize the source. When the coherent sources exist, we propose an additional iterative selection procedure to improve the estimation performance. The proposed method is suitable for uncorrelated and coherent sources, moreover, the improved estimation accuracy and the robustness to low signal to noise ratio (SNR) are achieved. Simulations results verify the efficiency of the proposed algorithm
出处 《The Journal of China Universities of Posts and Telecommunications》 EI CSCD 2012年第6期29-34,共6页 中国邮电高校学报(英文版)
基金 supported by the National Natural Science Foundation of China(60901060)
关键词 near-field source time-fi'equency distribution sparse representation DOA estimation range estimation greedy algorithm near-field source, time-fi'equency distribution, sparse representation, DOA estimation, range estimation, greedy algorithm
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