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首页> 外文期刊>IEEE Transactions on Signal Processing >Annihilation-reordering look-ahead pipelined CORDIC-based RLS adaptive filters and their application to adaptive beamforming
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Annihilation-reordering look-ahead pipelined CORDIC-based RLS adaptive filters and their application to adaptive beamforming

机译:灭-重排序超前流水线基于CORDIC的RLS自适应滤波器及其在自适应波束形成中的应用

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摘要

The novel annihilation-reordering look-ahead technique is proposed as an attractive technique for pipelining of Givens rotation (or CORDIC)-based adaptive filters. Unlike the existing relaxed look-ahead, the annihilation-reordering look-ahead does not depend on the statistical properties of the input samples. It is an exact look-ahead based on CORDIC arithmetic, which is known to be numerically stable. The conventional look-ahead is based on multiply-add arithmetic. The annihilation-reordering look-ahead technique transforms an orthogonal sequential adaptive filtering algorithm into an equivalent orthogonal concurrent one by creating additional concurrency in the algorithm. Parallelism in the transformed algorithm is explored and different implementation styles including pipelining, block processing, and incremental block processing are presented. Their complexities are also studied and compared. The annihilation-reordering look-ahead is employed to develop fine-grain pipelined QR decomposition-based RLS adaptive filters. Both QRD-RLS and inverse QRD-RLS algorithms are considered. The proposed pipelined architectures can be operated at arbitrarily high sample rate without degrading the filter convergence behavior. Stability under finite-precision arithmetic are studied and proved for the proposed architectures. The pipelined CORDIC-based RLS adaptive filters are then employed to develop high-speed linear constraint minimum variance (LCMV) adaptive beamforming algorithms. Both QR decomposition-based minimum variance distortionless response (MVDR) realization and generalized sidelobe canceller (GSC) realization are presented. The complexity of the pipelined architectures are analyzed and compared. The proposed architectures can be operated at arbitrarily high sample rate and consist of only Givens rotations, which can be scheduled onto CORDIC arithmetic-based processors.
机译:提出了一种新颖的order灭-重新排序前瞻技术,该技术是用于基于Givens旋转(或CORDIC)的自适应滤波器的流水线技术。与现有的宽松前瞻不同,the灭-重新排序前瞻不依赖于输入样本的统计属性。它是基于CORDIC算术的精确前瞻,已知该算法在数值上是稳定的。常规的前瞻是基于乘加算法的。 ni灭-重新排序前瞻技术通过在算法中创建其他并发性,将正交顺序自适应滤波算法转换为等效的正交并发算法。探索了转换算法中的并行性,并提出了不同的实现方式,包括流水线,块处理和增量块处理。还研究并比较了它们的复杂性。 an灭重排序的前瞻性被用于开发基于细粒度流水线QR分解的RLS自适应滤波器。 QRD-RLS和逆QRD-RLS算法均被考虑。所提出的流水线架构可以以任意高的采样率运行,而不会降低滤波器的收敛性能。研究并证明了所提出的体系结构在有限精度算法下的稳定性。然后使用基于流水线的基于CORDIC的RLS自适应滤波器来开发高速线性约束最小方差(LCMV)自适应波束形成算法。提出了基于QR分解的最小方差无失真响应(MVDR)实现和广义旁瓣抵消器(GSC)实现。分析并比较了流水线架构的复杂性。所提出的体系结构可以以任意高的采样率进行操作,并且仅由Givens旋转组成,可以将其调度到基于CORDIC算术的处理器上。

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