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α-CORDIC: An adaptive CORDIC algorithm

机译:α-CORDIC:一种自适应CORDIC算法

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摘要

In this work we briefly review the basic CORDIC algorithm and its drawbacks. Next, we propose an adaptive CORDIC algorithm (α-CORDIC) which removes all the CORDIC drawbacks: (a) the number of iterations is reduced, (b) full machine accuracy is assured, (c) the scale-factor problem is eliminated, (d) the operating range is unlimited, (e) computation noise is reduced, and (f) ability to utilize the fast multiply/accumulate instructions now prevalent in digital signal processing (DSP) chips is added. The new algorithm uses a better strategy for choosing the step size in each iteration, but requires a parallel multiplier and extra look-up tables. This condition is easily satisfied inmost new microprocessor chips, Simulation results, assuming 32-bit floating-point data format, are presented which clearly show the advantages of the proposed algorithm.
机译:在这项工作中,我们简要回顾了基本的CORDIC算法及其缺点。接下来,我们提出了一种自适应的CORDIC算法(α-CORDIC),该算法消除了所有的CORDIC缺点:(a)减少了迭代次数,(b)确保了完整的机器精度,(c)消除了比例因子问题, (d)工作范围不受限制,(e)降低了计算噪声,并且(f)增加了利用数字信号处理(DSP)芯片中现在普遍使用的快速乘法/累加指令的能力。新算法使用更好的策略来选择每次迭代中的步长,但需要并行乘数和额外的查找表。在大多数新的微处理器芯片上都可以轻松满足此条件,并在假定32位浮点数据格式的情况下给出了仿真结果,清楚地表明了所提出算法的优势。

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