The “standard” minimum variance distortionlessnresponse (MVDR) beamforming algorithm of McWhirter and Shepherd (1989)nis known to suffer from linear roundoff error buildup. An alternativenhas been developed by Moonen (1993) based on the so-called inversenQR-updating algorithm. It is amenable to pipelined implementation, butnunlike the McWhirter and Shepherd algorithm, it is stable numerically.nHere, a variant of the latter algorithm that combines (part of) thenMcWhirter and Shepherd procedure into the inverse QR updating scheme isndiscussed. This makes the derivation of the algorithm less complexncompared to the original. Furthermore, by making use of a residualnextraction property of the inverse updating procedure, an interestingncorrespondence of the new MVDR algorithm with so-calledn“generalized sidelobe cancellation” is explicitly revealed
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机译:McWhirter and Shepherd(1989)提出的“标准”最小方差无失真无响应(MVDR)波束成形算法遭受线性舍入误差累积的困扰。 Moonen(1993)根据所谓的inversenQR更新算法开发了一种替代方法。它适合于流水线式实现,但是与McWhirter and Shepherd算法不同,它在数值上是稳定的。在此,讨论了后者算法的一种变体,它将后来的McWhirter和Shepherd过程结合到了逆QR更新方案中。这使得算法的推导与原始算法相比不那么复杂。此外,通过利用逆更新过程的残留负提取特性,显式揭示了新的MVDR算法与所谓的“广义旁瓣消除”的有趣对应关系。
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