Abstract

In this paper, a multi sample compressive sensing (CS) technique is presented for the direction of arrival (DOA) estimation using sparse antenna array that has applications in several fields including radars and sonars. Two different types of sparse antenna arrays are considered. One is linear sparse array for DOA estimation in one dimension and other is L shaped sparse array for DOA estimation in two dimensions. To make the algorithm robust against impulsive and Gaussian noise, a preprocessing stage is introduced. First, in the preprocessing stage median difference correntropy is used that combines median difference and the generalized correntropy. This suppresses the amplitude of impulsive noise. Second, the strength of weighted moving average filter is exploited before applying the CS technique to make the algorithm more robust. In the CS techniques, the source energy is distributed among the adjacent grid due to grid mismatch. Therefore, a fitness function based on the difference of the source energy among the adjacent grid is introduced. This provides the best discretization value through iterative grid refinement for the grid. The effectiveness and robustness of the proposed method is verified through exhaustive simulations for different number of sources and noise scenarios using one dimensional and two-dimensional sparse array structures.

Highlights

  • The main aim in direction of arrival (DOA) estimation problem is to estimate the location of the sources accurately

  • The iterative grid refinement in compressive sensing (CS) is achieved through formulation of a fitness function based on the difference of the source energy among the adjacent grids

  • The underdetermined case of such class is used for DOA estimation in radars and sonars [33]. as well as in the scenario where the objective is to monitor the birds in an airport for avoidance with aircraft [32]

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Summary

Introduction

The main aim in direction of arrival (DOA) estimation problem is to estimate the location of the sources accurately. The DOA estimation problem has many applications in several fields like medical imaging, sonar, speech processing, wireless communication, and radars [1]–[3]. In wireless communication and radars, the DOA estimation is done using antenna arrays. The antenna arrays can be of different structure. Which can be of one dimension or two dimensions. Uniform linear array (ULA) are used for DOA estimation in single dimension. Circular array or L shaped array are used for DOA estimation in two dimensions. L shaped array consists of two orthogonal

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