小面积单精度浮点三角函数的实现

Chen Dong, Chen He, Sun Xing, Pang Long
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引用次数: 3

摘要

浮点三角函数的计算在各种科学应用中具有重要意义,其中面积成本、误差和延迟是需要注意的重要要求。提出了一种基于CORDIC算法的小面积单精度浮点三角函数实现体系结构。本文用数学变换和高精度定点运算代替浮点运算,解决了单精度浮点三角函数的角度范围不够、面积大、工作频率低的三个问题。该方法在FPGA平台上实现,结果表明该方法可以有效地减小面积,并保证计算精度。
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 Single-Precision Floating-Point Trigonometric Functions with Small Area
Computation of floating-point trigonometric functions has a relevant importance in a wide variety of scientific applications, where the area cost, error and latency are important requirements to be attended. This paper presents an architecture based on CORDIC algorithm to implement single-precision floating-point trigonometric functions with small area. With mathematical transformation and high-precision fixed-point arithmetic instead of floating point operations, this paper addresses three questions for single-precision floating point trigonometric functions, including the range of angles is not enough, large area and low operating frequency. The method is implemented on the FPGA platform, the results show that this method can reduce the area effectively, and to ensure the accuracy of computation.
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