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基于定点DSP的CORDIC算法研究 被引量:2

Study of CORDIC Algorithm Based on Fixed-DSP
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摘要 高精度相位求解是飞秒激光跟踪仪中测距系统的关键,为了在定点DSP中满足相位精度的要求,研究了传统数字旋转坐标计算机(CORDIC)算法,在传统CORDIC算法反正切基的基础上提出了混合基算法.证明混合基算法的可行性,在TMS320VC5402上实现了两种算法并对两者的性能进行了比较.研究结果表明:混合基算法不仅能够在相同迭代次数的下实现与传统算法相同的精度,而且可以减少硬件开销与程序运行时间. The solution of high precision phase is a significant procedure in distance measurement system of femtoseeond laser tracker. In order to match the requirement in precision of phase in fixed-DSP, hybrid radix algorithm was proposed on the basis of traditional coordinate rotation digital computer (CORDIC) after study on traditional CORDIC Algorithm. The feasibility of hybrid radix has been demonstrated and two different methods have been implemented on TMS320VC5402 showing that hybrid algorithm, which saves execution times and hardware spaces, can realize the same precision as traditional CORDIC algorithm.
出处 《微电子学与计算机》 CSCD 北大核心 2015年第10期58-62,共5页 Microelectronics & Computer
基金 国家自然科学基金(61377103) 精密测试技术及仪器国家重点实验室开放基金(PIL1307)
关键词 测距 定点DSP CORDIC算法 distance measurement fixed DSP CORDIC algorithm
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参考文献11

  • 1Zhou Weihu, Li Yao, Ji Rongyi, et al. An experiment of femtosecond laser absolute distance measurement by spectrally-resolved interferometry[J]. SHE, 2012, 51 (8) : 1-6.
  • 2赵志诚.DSP技术的发展与应用[J].仪表技术与传感器,1999(1):1-2. 被引量:4
  • 3Dirk Timmermann, Helmut Hahn,Bedrich J Hosticka. Low latency time CORDIC algorithms [J]. IEEE, 1992,41(8) = 1010-1014.
  • 4Martin Uhlmann, Keshab K P. A high-speed CORDIC algorithm and architecture for DSP application[J]. IEEE, 2005,52(11) : 1-5.
  • 5Walther J S. A unified algorithm for elementary func- tions[C]// Proceedings of the May ACM. USA, New York, 1971: 379-385.
  • 6Bruguera J D,Antelo E,Zapata E L. Design of a pipe- lined radix 4 CORDIC processsro[J]. Parallel compu- ting, 1993,19(7) : 729-744.
  • 7雷元武,周杰,葛颖增,窦勇.并行CORDIC算法的研究及FPGA实现[J].计算机工程与科学,2008,30(8):75-78. 被引量:6
  • 8孙明革,陈靖.CORDIC算法在定点DSP中的应用[J].吉林化工学院学报,2012,29(5):61-64. 被引量:3
  • 9Liu Chihhsiu, Wu Anyett Mixed-scaling-rotation (X)RDIC (MSR-(X)RDIC) algorithm and architecturefor high-per- forroance vector rotational ~ application[C]/// IEEE, 2005. USA: New Orleans, 2005: 2385-2396.
  • 10Wu Chengshing,Wu anyeu. Modified vector rotational CORDIC(MVR-CORDIC) algorithm and architecture [J]. IEEE,2001,48(6):548-560.

二级参考文献13

  • 1Voider J K The CORDIC Trigonometric Computing Technique [J]. IRE Trans on Electronic Computers, 1959,8(3) : 330-334.
  • 2Walther J S. A Unified Algorithm for Elementary Functions [C]//Proc of AFIPS'71, 1971:389-385.
  • 3Timmermann D, Hahn H, Hosticka B. Low Latency Time CORDIC Algorlthms[J]. IEEE Trans on Computers, 1992, 41(8):1010- 1015.
  • 4Kwak J H, Choi J H, Swartzlander Jr E E. High-Speed CORDIC Based on an Overlapped Architecture and a Novel o- Prediction Method[J]. Journal of VLSI Signal Processing, 2000, 25(2) : 167-178.
  • 5Vails J, Kuhlmann M, Parhi K K. Efficient Mapping of CORDIC Algorithm on FPGA[J]. Signal Processing Systems, 2000, 46(3):336-345.
  • 6Juang Tso-Bing, Shen-Fu, Tsal Ming-Yu. Para-CORDIC: Parallel CORDIC Rotation Algorithm [J]. IEEE Trans on Circuits and Systems I: Fundamental Theory and Applications, 2004, 51(8) : 1515-1524.
  • 7Gisuthan B. A Unified Architecture for Fiat CORDIC[D]. School of Applied Science, Nanyang Technological University, 2000.
  • 8骆艳卜,张会生,张斌,吴俊宏.一种CORDIC算法的FPGA实现[J].计算机仿真,2009,26(9):305-307. 被引量:27
  • 9张天瑜.低复杂度的改进型CORDIC算法研究[J].陕西科技大学学报(自然科学版),2009,27(5):93-99. 被引量:2
  • 10吴高奎,严济鸿,丁庆生.定点CORDIC算法的误差控制[J].四川理工学院学报(自然科学版),2010,23(4):479-482. 被引量:2

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