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Low-complexity adaptive broadband beamforming based on the non-uniform decomposition method

机译:基于非均匀分解方法的低复杂度自适应宽带波束成形

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Sub-band adaptive processing is an established method to design a broadband beamformer. The uniform decomposition method (UDM) is a common approach for designing sub-band adaptive beamformer (SAB) that would split the received signal into a number of uniform sub-bands. However, the UDM has redundancies on decomposed sub-bands at high frequencies in the passband. In this paper, we propose a number of techniques to overcome this issue. By proposing a novel relative bandwidth method (RBM), we obtain that the relative bandwidth of each sub-band is the same. Using this as a basis, we present a non-uniform decomposition method (NUDM) such that the NUDM has fewer sub-bands than the conventional UDM, leading to reduced computational complexity. We also propose an elegant metric, adjacent bandwidth ratio (ABR), to facilitate easier comparison of non-uniformity. We then extend NUDM method to provide a fast variant of the non-uniform decomposition SAB (FNUD-SAB). We ensure that the sub-band frequencies and corresponding adaptive weights are available as part of the proposed FNUD-SAB method. With undistorted response to the desired signal and effective anti-jamming capability, the new beam former reduces the computational complexity by reducing the number of sub-bands. Simulation results highlight the effectiveness of the proposed methods. (C) 2018 Elsevier B.V. All rights reserved.
机译:子带自适应处理是设计宽带波束形成器的既定方法。统一分解方法(UDM)是用于设计子带自适应波束形成器(SAB)的常用方法,该子带自适应波束形成器会将接收到的信号分成多个统一子带。但是,UDM在通带中高频的分解子带上有冗余。在本文中,我们提出了许多技术来克服此问题。通过提出一种新颖的相对带宽方法(RBM),我们得到每个子带的相对带宽是相同的。以此为基础,我们提出了一种非均匀分解方法(NUDM),使得NUDM的子带比常规UDM少,从而降低了计算复杂度。我们还提出了一种优雅的度量标准,即相邻带宽比率(ABR),以便于更轻松地比较非均匀性。然后,我们扩展NUDM方法以提供非均匀分解SAB(FNUD-SAB)的快速变体。我们确保子带频率和相应的自适应权重可作为建议的FNUD-SAB方法的一部分使用。由于对所需信号的响应没有失真,并且具有有效的抗干扰能力,新的波束形成器通过减少子带的数量来降低计算复杂性。仿真结果突出了所提方法的有效性。 (C)2018 Elsevier B.V.保留所有权利。

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