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首页> 外文期刊>Circuits, systems and signal processing >Sparsity-based DOA Estimation of 2-D Rectangular Array in the Presence of Gain and Phase Uncertainty
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Sparsity-based DOA Estimation of 2-D Rectangular Array in the Presence of Gain and Phase Uncertainty

机译:基于稀疏基础的DOA估计在增益和相位不确定性存在下的2-D矩形阵列

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摘要

Direction of arrival (DOA) estimation has paramount importance in array signal processing tasks. A practical issue regarding DOA estimation is the uncertainty in gain/phase of some of the sensor elements. In this paper, we focus on the 2-dimensional DOA (2D-DOA) estimation in the presence of gain/phase uncertainty. We propose a grid-based modeling for the 2D-DOA estimation of the uniform rectangular array considering the array gain/phase uncertainty. In order to solve the modeled problem, we suggest an algorithm to exploit the joint sparse properties of the problem. Furthermore, we have used a zooming-based technique to estimate the 2D-DOAs with much lower computational complexity. The efficiency of the proposed method has been validated through various simulation scenarios which confirm the superiority of the suggested algorithm over its counterparts.
机译:到达方向(DOA)估计在阵列信号处理任务中具有至关重要的重要性。 关于DOA估计的实际问题是一些传感器元件的增益/阶段的不确定性。 在本文中,我们专注于存在增益/相位不确定性的二维DOA(2D-DOA)估计。 我们提出了一种基于网格的模型,用于考虑阵列增益/相位不确定性的均匀矩形数组的2D-DOA估计。 为了解决建模的问题,我们建议一种算法利用问题的关节稀疏性质。 此外,我们使用了基于缩放的技术来估计具有较低的计算复杂性的2D-DoA。 通过各种仿真方案验证了所提出的方法的效率,该方案通过了在其对应物中确认所建议算法的优越性。

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