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Robust adaptive beamforming based on sparse representation technique

机译:基于稀疏表示技术的鲁棒自适应波束形成

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摘要

The problem of robust adaptive beamforming is addressed within the sparse representation framework. The basic idea of the proposed method is to calculate the adaptive beamformer (BF) with the combination of some easily obtained basic BFs, i.e. the conventional data-independent BFs and the loaded sample matrix inversion BFs. Through using the prior information of the spatial angular sector in which the signal of interest is located, a set of basic BFs pointed at this angular sector are calculated firstly. Then based on the observation that an adaptive BF with favourable performance can be obtained by the combination of only several basic BFs, a new sparse representation-based optimisation model is proposed to search for the adaptive BF. However, the initial optimisation model involves a non-convex constraint which makes the problem intractable. The authors show that the non-convex constraint can be relaxed properly and replaced with a convex one, and the resulting problem can be solved effectively with the interior point method. The obtained BF is robust against model mismatch caused by look direction error, imperfect array calibration etc. The effectiveness and robustness of the proposed method are demonstrated through extensive numerical experiments.
机译:在稀疏表示框架内解决了鲁棒的自适应波束成形问题。提出的方法的基本思想是结合一些容易获得的基本BF来计算自适应波束形成器(BF),即常规的与数据无关的BF和加载的样本矩阵求逆BF。通过使用感兴趣信号所在的空间角扇区的先验信息,首先计算指向该角扇区的一组基本BF。然后,基于仅结合几个基本BF就可以获得性能良好的自适应BF的观点,提出了一种新的基于稀疏表示的优化模型来寻找自适应BF。但是,初始优化模型涉及非凸约束,这使问题变得棘手。作者表明,可以适当地放松非凸约束并用凸约束代替,并且可以用内点法有效地解决所产生的问题。所获得的BF对于由视线方向误差,不完善的阵列校准等引起的模型失配具有鲁棒性。通过大量的数值实验证明了该方法的有效性和鲁棒性。

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