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A unified view for vector rotational CORDIC algorithms and architectures based on angle quantization approach

机译:基于角度量化方法的矢量旋转CORDIC算法和体系结构的统一视图

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摘要

Vector rotation is the key operation employed extensively in many digital signal processing applications. In this paper, we introduce a new design concept called Angle Quantization (AQ). It can be used as a design index for vector rotational operation, where the rotational angle is known in advance. Based on the AQ process, we establish a unified design framework for cost-effective low-latency rotational algorithms and architectures. Several existing works, such as conventional COordinate Rotational Digital Computer (CORDIC), AR-CORDIC, MVR-CORDIC, and EEAS-based CORDIC, can be fitted into the design framework, forming a Vector Rotational CORDIC Family. Moreover, we address four searching algorithms to solve the optimization problem encountered in the proposed vector rotational CORDIC family. The corresponding scaling operations of the CORDIC family are also discussed. Based on the new design framework, we can realize high-speed/low-complexity rotational VLSI circuits, whereas without degrading the precision performance in fixed-point implementations.
机译:矢量旋转是许多数字信号处理应用中广泛采用的关键操作。在本文中,我们介绍了一种称为角度量化(AQ)的新设计概念。它可以用作矢量旋转操作的设计指标,其中旋转角是事先已知的。基于AQ流程,我们为具有成本效益的低延迟旋转算法和体系结构建立了统一的设计框架。可以将一些现有的作品(例如常规的坐标旋转数字计算机(CORDIC),AR-CORDIC,MVR-CORDIC和基于EEAS的CORDIC)安装到设计框架中,从而形成矢量旋转CORDIC系列。此外,我们提出了四种搜索算法来解决所提出的矢量旋转CORDIC系列中遇到的优化问题。还讨论了CORDIC系列的相应缩放操作。基于新的设计框架,我们可以实现高速/低复杂度的旋转VLSI电路,而不会降低定点实现中的精度性能。

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