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一种特殊角三角函数值的快速算法
Fast Algorithm of Trigonometric Function Computation of Specific Angle
【摘要】 快速傅立叶变换、兼容GPS/Galileo系统接收机中上下变频以及DDS中都需要变换因子,这些变换因子要求计算2 kπ/2 N形式角度的三角函数值,提出了一种调整的CORDIC算法,通过仿真该算法在计算这些特殊角度的三角函数值时,不仅节省系统存储空间资源,而且计算效率可以提高50%,是一种行之有效的方法。
【Abstract】 A modified CORDIC algorithm is presented,based on computing the trigonometric function of specific angle,which can be expressed as 2 kπ/ 2 N and used in FFT,upconvert/downconvert and DDS.Simulation results show that the storage unit can be saved and computation efficiency can be increased by about 50% compared with the traditional CORDIC algorithm.Therefore the algorithm is feasible and available.
【关键词】 CORDIC;
旋转因子;
三角函数;
兼容GPS/Galileo接收机;
【Key words】 CORDIC; Transfer factor; Trigonometric function; Combined GPS/Galileo receiver;
【Key words】 CORDIC; Transfer factor; Trigonometric function; Combined GPS/Galileo receiver;
【基金】 中欧伽利略计划基金资助项目(CGTR)
- 【文献出处】 计算机工程 ,Computer Engineering , 编辑部邮箱 ,2007年03期
- 【分类号】TN911
- 【下载频次】205