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Underdetermined Wideband DOA Estimation for Off-Grid Sources with Coprime Array Using Sparse Bayesian Learning

机译:使用稀疏贝叶斯学习的共质数阵列离网源的欠定宽带DOA估计

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摘要

Sparse Bayesian learning (SBL) is applied to the coprime array for underdetermined wideband direction of arrival (DOA) estimation. Using the augmented covariance matrix, the coprime array can achieve a higher number of degrees of freedom (DOFs) to resolve more sources than the number of physical sensors. The sparse-based DOA estimation can deteriorate the detection and estimation performance because the sources may be off the search grid no matter how fine the grid is. This dictionary mismatch problem can be well resolved by the SBL using fixed point updates. The SBL can automatically choose sparsity and approximately resolve the non-convex optimizaton problem. Numerical simulations are conducted to validate the effectiveness of the underdetermined wideband DOA estimation via SBL based on coprime array. It is clear that SBL can obtain good performance in detection and estimation compared to least absolute shrinkage and selection operator (LASSO), simultaneous orthogonal matching pursuit least squares (SOMP-LS) , simultaneous orthogonal matching pursuit total least squares (SOMP-TLS) and off-grid sparse Bayesian inference (OGSBI).
机译:稀疏贝叶斯学习(SBL)应用于余数数组,用于未确定的宽带到达方向(DOA)估计。使用增强的协方差矩阵,互质数组可以实现比物理传感器数量更多的自由度(DOF),以解析更多的源。基于稀疏的DOA估计可能会降低检测和估计性能,因为无论网格多么精细,源都可能不在搜索网格之外。 SBL使用定点更新可以很好地解决此字典不匹配问题。 SBL可以自动选择稀疏性并大致解决非凸优化问题。进行了数值模拟,以验证通过基于共质数阵列的SBL不确定的宽带DOA估计的有效性。显然,与最小绝对收缩和选择算子(LASSO),同时正交匹配追踪最小二乘法(SOMP-LS),同时正交匹配追踪总最小二乘法(SOMP-TLS)和离网稀疏贝叶斯推理(OGSBI)。

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