2004Unpublished venueRequires access

A modified method of frequency and 2-D angle estimation

Hui Chen, Wang Yong-liang

Open publisher page 3 citations

Abstract

A modified method based on uniform circular array for wide frequency band is presented in this paper in order to estimate parameters of signal frequency, azimuth angle and elevation angle. In the method a new matrix, which is called cumulants-based mixed DOA matrix, is formed by the special structure of uniform circular array. Under the condition of sub-nyquist spatio-temporal sampling, we can estimate no ambiguous frequency, and then we can get no ambiguous 2-D angles by general eigen-decomposed of mixed DOA matrix pencil. The modified method can realize the azimuth and elevation angle that are automatically paired with frequency.

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What this paper is about

A modified method based on uniform circular array for wide frequency band is presented in this paper in order to estimate parameters of signal frequency, azimuth angle and elevation angle. In the method a new matrix, which is called cumulants-based mixed DOA matrix, is formed by the special structure of uniform circular array. Under the condition of sub-nyquist spatio-temporal sampling, we can estimate no ambiguous frequency, and then we can get no ambiguous 2-D angles by general eigen-decomposed of mixed DOA matrix pencil. The modified method can realize the azimuth and elevation angle that are automatically paired with frequency.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A modified method based on uniform circular array for wide frequency band is presented in this paper in order to estimate parameters of signal frequency, azimuth angle and elevation angle. In the method a new matrix, which is called cumulants-based mixed DOA matrix, is formed by the special structure of uniform circular array. Under the condition of sub-nyquist spatio-temporal sampling, we can estimate no ambiguous frequency, and then we can get no ambiguous 2-D angles by general eigen-decomposed of mixed DOA matrix pencil. The modified method can realize the azimuth and elevation angle that are automatically paired with frequency.

Key concepts: Azimuth, Matrix pencil, Nyquist–Shannon sampling theorem, Algorithm, Cumulant, Matrix (chemical analysis), Elevation (ballistics), Computer science

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