DOA Estimation Improved Algorithm for ULA Based on ESPRIT Algorithm
Hui Xu
Abstract
Hui Xu
Abstract
MUSIC(Multiple Signal Classification) algorithm and ESPRIT(Estimated Signal Parameters via Rotational Invariance Technique) algorithm can not effectively achieve DOA(Direction-of-Anival) estimation of the coherent sources.Based on MMUSIC(Modified MUSIC),introducing the transformation matrix and considering the autocorrelation and cross-autocorrelation of the array output and the corresponding transformed matrix,and combined with TLS-ESPRIT(Total Least-Squares ESPRIT) algorithm,an IM-ESPRIT(Improved ESPRIT) algorithm that is suitable for the two cases of the non-coherent and coherent sources has been proposed.Compared with the conventional CC-ESPRIT algorithm(Cross ESPRIT algorithm),when the angle of coherent source interval is 3° and signal-to-noise ratio of 0,DOA estimation is realized.It is shown by the numerical simulation that IM-ESPRIT algorithm has a better estimation accuracy under the condition of the small angle interval of the coherent sources and lower SNR.
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MUSIC(Multiple Signal Classification) algorithm and ESPRIT(Estimated Signal Parameters via Rotational Invariance Technique) algorithm can not effectively achieve DOA(Direction-of-Anival) estimation of the coherent sources.Based on MMUSIC(Modified MUSIC),introducing the transformation matrix and considering the autocorrelation and cross-autocorrelation of the array output and the corresponding transformed matrix,and combined with TLS-ESPRIT(Total Least-Squares ESPRIT) algorithm,an IM-ESPRIT(Improved ESPRIT) algorithm that is suitable for the two cases of the non-coherent and coherent sources has been proposed.Compared with the conventional CC-ESPRIT algorithm(Cross ESPRIT algorithm),when the angle of coherent source interval is 3° and signal-to-noise ratio of 0,DOA estimation is realized.It is shown by the numerical simulation that IM-ESPRIT algorithm has a better estimation accuracy under the condition of the small angle interval of the coherent sources and lower SNR.
Key concepts: Algorithm, Rotational invariance, Autocorrelation matrix, Autocorrelation, Multiple signal classification, Matrix (chemical analysis), Interval (graph theory), SIGNAL (programming language)