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Joint sparsity-inducing DOA estimation for strictly noncircular sources with unknown mutual coupling

机译:具有未知互耦的严格非圆形源的联合稀疏度DOA估计

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In this paper, a joint sparsity-inducing DOA estimation method is proposed for strictly noncircular sources with unknown mutual coupling. In the proposed method, two block-sparse recovery models are firstly formulated via parameterizing the steering vector without losing the array aperture. Then, taking the noncircularity of sources into account, a joint sparsity-inducing framework combined with reweighted l1 - norm optimization is constructed to estimate DOA, where the weighted matrix is structured by the noncircular MUSIC-like (NC MUSIC-like) spectrum function to strengthen the sparsity. Finally, DOA estimation can be realized via screening the position of nonzero blocks of the recovered block sparse matrix. Some simulations are implemented to demonstrate that the proposed method shows the effectiveness and superiority with unknown mutual coupling.
机译:本文针对未知耦合的严格非圆形源提出了一种联合稀疏度诱导DOA估计方法。在提出的方法中,首先通过参数化转向矢量来建立两个块稀疏恢复模型,而不会丢失阵列孔径。然后,考虑到资源的非流通性,联合了一个稀疏性诱导框架和重新加权的l 1 -构造规范优化来估计DOA,其中加权矩阵由非圆形MUSIC类(NC MUSIC类)频谱函数构成,以增强稀疏性。最后,通过筛选恢复的块稀疏矩阵的非零块的位置可以实现DOA估计。进行了一些仿真实验,证明了所提出的方法在未知的相互耦合下具有有效性和优越性。

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