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基于32位浮点正余弦函数的CORDIC算法的优化 被引量:1

The Optimization of the CORDIC Algorithm for 32 Bit Floating Cosine Functions
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摘要 通过对正余弦函数实现算法的研究,在传统CORDIC算法的基础上,提出了一种分层次超前进位加法器,并以此为基本单元迭代完成了正余弦函数计算算法的设计。该算法采用TSMC 65nm gpg工艺,在Synopsys/syn10.03环境中综合实现,通过NC-SIM仿真和流片验证,加法器运算时间由1.8ns减少到0.42ns,整个系统运算吞吐量也相应提高了3倍。 On the basis of traditional CORDIC algorithms, a hierarchical carry look-ahead adder was proposed through the study of algorithms implements of the cosine function, and the algorithms design of the cosine function was implemented by iterations as the basic unit of hierarchical carry look-ahead adder. The algorithm was implemented in TSMC 65 nm gpg technology, and was synthesized in Synopsys/synl0.03 environment. By NC SIM simulation and silicon taping out, the computation time of the adder was reduced from 1.8 ns to 0.42 ns, and the throughput of the system was increased three times correspondingly.
出处 《微电子学》 CAS CSCD 北大核心 2014年第6期833-836,841,共5页 Microelectronics
基金 江苏省333工程科研项目资助(BRA2011115)
关键词 CORDIC算法 分层次超前进位加法 正余弦函数 CORDIC algorithm Hierarchical carry look-ahead adder Cosine function
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  • 1王勇,吕善伟,冯克明.基于CORDIC算法的DDS在铷原子频标中的应用[J].宇航计测技术,2005,25(3):15-18. 被引量:4
  • 2李全,陈石平,付佃华.用FPGA实现CORDIC算法的32位浮点三角超越函数之正余弦函数[J].电子产品世界,2006,13(10S):150-151. 被引量:6
  • 3VOLDER.The CORDIC trigonometric computing technique[J]. IRE Trans, 1959 : 334-334.
  • 4WALTHER J S.A unified algorithm for elementary functions[J]. Spring Joint Computer Conf, 1971:379-385.
  • 5ANDRAKA.A survey of CORDIC algorithms for FPGA based computers[A]. 1998 : 191-200.
  • 6孙宇峰,陈国军,王大鸣,郭锐.一种高精度正余弦函数的FPGA实现方法[J].信息工程大学学报,2007,8(3):368-370. 被引量:7
  • 7Voider J E, The CORDIC trigonometric computing technique[J]. IRE Trans Electron Computers, 1959 (EC-8) .. 330-334.
  • 8Pramod K Meher, Javier Valls, Sridharan K. 50 Yearsof CORDIC: algorithms, architectur-es and applications [-J. IEEE Trans On Circui-ts and systems-I.. Regular papers, 2009(56) .. 1893-1906.
  • 9Walther J S. A unified algorithm for elementary func- tions[C]//Proc 38 th Spring Joint Computer Con{ At- lantic City, NJ .. IEEE, 1971 : 379-385.
  • 10Voider J E.The CORDIC trigonometric computing technique[J]. IRE Transactions on Electronic Computers, 1959, 8(3)- 330-334.

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