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A Robust DOA Estimator Based on Compressive Sensing for Coprime Array in the Presence of Miscalibrated Sensors

机译:存在传感器失调的互素阵列压缩感知鲁棒DOA估计。

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摘要

Coprime array with M+N sensors can achieve an increased degrees-of-freedom (DOF) of O(MN) for direction-of-arrival (DOA) estimation. Utilizing the compressive sensing (CS)-based DOA estimation methods, the increased DOF offered by the coprime array can be fully exploited. However, when some sensors in the array are miscalibrated, these DOA estimation methods suffer from degraded performance or even failed operation. Besides, the key to the success of CS-based DOA estimation is that every target falls on the predefined grid. Thus, a coarse grid may cause the mismatch problem, whereas a fine grid requires great computational cost. In this paper, a robust CS-based DOA estimation algorithm is proposed for coprime array with miscalibrated sensors. In the proposed algorithm, signals received by the miscalibrated sensors are viewed as outliers, and correntropy is introduced as the similarity measurement to distinguish these outliers. Incorporated with maximum correntropy criterion (MCC), an iterative sparse reconstruction-based algorithm is then developed to give the DOA estimation while mitigating the influence of the outliers. A multiresolution grid refinement strategy is also incorporated to reconcile the contradiction between computational cost and the mismatch problem. The numerical simulation results verify the effectiveness and robustness of the proposed method.
机译:带有 M + N 传感器可以实现 O < mo>( M N 用于到达方向(DOA)估计。利用基于压缩感知(CS)的DOA估计方法,可以充分利用由互质数组提供的增加的DOF。但是,当阵列中的某些传感器校准不当时,这些DOA估计方法会遭受性能下降甚至操作失败的困扰。此外,基于CS的DOA估计成功的关键是每个目标都落在预定义的网格上。因此,粗网格可能会导致失配问题,而细网格则需要大量的计算成本。在本文中,提出了一种基于鲁棒的基于CS的DOA估计算法,该算法用于带有未校准传感器的共质数阵列。在提出的算法中,未校准的传感器接收到的信号被视为离群值,并且引入了熵作为相似度度量来区分这些离群值。然后,结合最大熵准则(MCC),开发了一种基于迭代稀疏重构的算法,以在降低异常值影响的同时给出DOA估计。还采用了多分辨率网格细化策略来调和计算成本与失配问题之间的矛盾。数值仿真结果验证了该方法的有效性和鲁棒性。

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