Nested L-shaped antenna array structure and direction of arrival estimation method thereof

An antenna array and nesting technology is applied in the field of nested L-shaped antenna array structure and its direction of arrival estimation, which can solve the problems of small number of sources and low estimation accuracy.

Inactive Publication Date: 2016-03-30
TIANJIN UNIVERSITY OF TECHNOLOGY
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  • Abstract
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Problems solved by technology

[0005] The purpose of the present invention is to provide a nested L-shaped antenna array structure and its method for estimating the direction of arrival, so as t...

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  • Nested L-shaped antenna array structure and direction of arrival estimation method thereof
  • Nested L-shaped antenna array structure and direction of arrival estimation method thereof
  • Nested L-shaped antenna array structure and direction of arrival estimation method thereof

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Embodiment 1

[0094] The present invention provides a nested L-shaped antenna array structure, denoted as RL, which includes: a physical array antenna structure RL on the x-axis x and the physical array antenna structure RL on the y-axis y .

[0095] The physical array antenna structure RL on the x-axis x It includes a two-level nested array composed of two uniform linear arrays, where the kth physical array element of the i-th level is expressed as:

[0096] R E ( m , 0 ) , ( m = k ( Π i = 1 2 N i ) d , N 1 = 1 , N 2 = ...

Embodiment 2

[0102] The present invention also provides a two-dimensional DOA estimation method with a nested L-shaped antenna array structure, the implementation process of which is as follows figure 1 shown, including the following steps:

[0103] Step S101, constructing a nested L-shaped antenna array structure RL, and determining the received signal of the physical array antenna structure RL based on it.

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Abstract

The invention relates to a nested L-shaped antenna array structure and a direction of arrival estimation method thereof. The direction of arrival estimation method includes the following steps that: a nested L-shaped antenna array structure is constructed, and the received signals of a physical array antenna structure is determined based on the nested L-shaped antenna array structure; the high-order cumulant matrix of the received signals of the physical array antenna structure is obtained through using a high-order cumulant DOA algorithm; vectorization calculation is performed on the high-order cumulant matrix, so that a vectorized high-order cumulant matrix can be obtained, and the information of maximum continuous virtual square matrixes is extracted, and equivalent received signals can be obtained; two-dimensional spatial smoothing processing is performed on the equivalent received signals, so that an equivalent autocorrelation matrix can be obtained, eigenvalue decomposition is performed on the equivalent autocorrelation matrix, so that a signal feature vector matrix and a noise feature vector matrix can be obtained; and the signal feature vector matrix and the noise feature vector matrix are utilized to construct a spectral peak searching relational expression, and direction of arrival estimation is carried out, and the estimated value of the direction of arrival of the received signals is obtained. According to the nested L-shaped antenna array structure and the direction of arrival estimation method thereof adopted, a larger effective aperture can be realized when few array elements are adopted, and direction of arrival estimation precision can be improved.

Description

technical field [0001] The invention relates to the structure of an antenna array and a two-dimensional direction-of-arrival estimation technique, in particular to a nested L-shaped antenna array structure and a direction-of-arrival estimation method thereof. Background technique [0002] In the past two decades, many DOA estimation methods based on high-order cumulant array processing for non-Gaussian sources have developed rapidly, among which methods based on fourth-order cumulants are the most typical. Compared with the second-order statistic method, the fourth-order cumulant DOA estimation method has the following advantages: 1) It can handle more statistically independent non-Gaussian sources than the number of physical array elements; 2) Expand the array aperture; 3 ) suppresses Gaussian noise; 4) has higher estimation accuracy. In order to further increase the number of virtual array elements and improve the estimation accuracy, Pascal Chevalier, Laurent Albera et a...

Claims

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Application Information

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IPC IPC(8): G01S3/14
CPCG01S3/143
Inventor 马秀荣谢玉凤白媛单云龙
Owner TIANJIN UNIVERSITY OF TECHNOLOGY
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