数字锁相环系统在同相和正交信道信号处理中的坐标旋转算法实现

A. Mandal, B. Kaushik, K. Tyagi, R. P. Agarwal, Anuj Kumar
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引用次数: 1

摘要

数字信号处理(DSP)系统的实现涉及广泛的DSP算法,并且通常通过使用新颖的VLSI设计技术来加速。如今,各种DSP系统在各种可编程信号处理器或特定应用的VLSI芯片上实现。坐标旋转数字计算机(CORDIC)算法以其简单的特点成为矢量旋转数字信号处理(DSP)应用领域中广泛研究的课题。本文提出了计算复杂数字锁相环环路性能的坐标旋转算法的流水线结构设计。CORDIC在矢量旋转模式下的设计导致了高系统吞吐量,因为它的流水线架构在每个流水线阶段都减少了延迟。节省硅衬底上的面积对于任何流水线式CORDIC的设计都是至关重要的。所提出的设计中的面积减少可以通过优化微旋转的数量来实现。为了提高一阶复杂DPLL的环路性能和减小量化误差,还对迭代次数进行了优化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implementation of Coordinate Rotation Algorithm for Digital Phase Locked Loop System in In-Phase and Quadrature Channel Signal Processing
Digital Signal Processing (DSP) system involves a wide spectrum of DSP algorithms for its realization and is often accelerated by use of novel VLSI design techniques. Now-a-days various DSP systems are implemented on a variety of programmable signal processors or on application specific VLSI chips. Coordinate Rotation Digital Computer (CORDIC) algorithm has turned out to be widely researched topic in the field of vector rotated Digital Signal Processing (DSP) applications due to its simplicity. This paper presents the design of pipelined architecture for coordinate rotation algorithm for the computation of loop performance of complex Digital Phase Locked Loop (DPLL). The design of CORDIC in the vector rotation mode results in high system throughput due to its pipelined architecture where latency is reduced in each of the pipelined stage. Saving area on silicon substrate is essential to the design of any pipelined CORDIC. The area reduction in proposed design can be achieved through optimization in the number of micro rotations. For better loop performance of first order complex DPLL and to minimize quantization error, the number of iterations are also optimized.
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