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线性插值的任意函数发生器及其实现 被引量:1

Implementation of Arbitrary Function Generator(AFG) with Linear Interpolation
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摘要 在基于DDFS方法的任意函数发生器中,合成波形除了正弦波外,还包含各种非正弦波形。对于合成正弦波形,可以使用插值方法降低波表需求,然而对于非正弦波形,由于波形复杂,一般都采用大波表来存放任意函数波形的波表,目前还少见采用插值方法的产品[1]。然而几种典型波形的仿真显示,对于非正弦周期波形,采用插值方法也可以在一定程度上减少波表的使用从而降低成本。在FPGA上的实现也证明了在基于DDFS技术的任意函数发生器中使用线性插值减少波表的可行性。 The AFGs based on DDFS can synthesize not only the sinusoid waveform, but also all kinds of non-sinusoid waveform. When the sine waveform is synthesized, the interpolation can be used to decrease the requirement of waveform table. But for non-sinusoid waveform, the great waveform table is engaged to store the non-sinusoid waveform data in popular AFC-s. However, the simulation of some typical non-sinusoid waveform showed that the imerpolation can also decrease the waveform requirement to some extent in non-sinusoid synthesizing. The FPGA implememation of AFG with Linear Interpolation also showed it's practical.
作者 代向明
出处 《电子器件》 CAS 2008年第4期1397-1400,1404,共5页 Chinese Journal of Electron Devices
关键词 任意函数发生器 线性插值FPGA DDFS AFG Linear Interpolation FPGA
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参考文献13

  • 1Dan Strassberg. Choosing a Waveform Generator: The Devil is in the Details[-EB/OL], EDN September 1,1998, www. ednmag. com.
  • 2Tieney J, Ch. M. Rader, and B. Gold. A Digital Frequency Synthesizer[J]. IEEE Transaction on Audio and Electroacoustics,March 1971,48-57.
  • 3Suderland D A. CMOS/SOS Frequency Synthesizer I.SI Circuit forSpread Spectrum Communieations[J]. IEEE Journal of Solid-State Circuits,August 1984,19(4) : 497-506.
  • 4Weaver L A and Kerr R J. High Resolution Phase to Sine Amplitude Conversion [P], U. S. Parent 4, 905, 177, Feb. 27, 1990.
  • 5Siamak Mortezapour and E. K. F. Lee. Design of Low-Power ROMLess Direct Digital Frequency Synthesizer Using Nonlinear Digital-to-Analog Converter[J]. IEEE Journal of Solidstate Circuits,October 1999,34(10) : 1350-1358.
  • 6Volder J. The CORDIC Trigonometric Computing Technique[J ]. IEEE Trans. Computers, Feb. 1992, EC-8 : 333-342.
  • 7Tie-liang L and Yu-lin Q. A Novel Memory Compress Algorithm for Arbitrary Waveform Generator[J ]. Chinese Journal of Semiconductors, 2000. 11.
  • 8Amir M. Sodager, G. Roientan Lahiji,Second-Order Parabolic Approximation: A New Mathematical Approximation Dedicated to Rom-less DDFSs[C]//the 12-th International Conference on Microelectronics,Tehran,Oct. 31-Nov. 2, 2000.
  • 9Pierre Langlois J M, Dhamin Al-Khalili. Novel Approach to the Design of Direct Digital Frequency Synthesizers Based on Linear Interpolation[J]. IEEE Transaction on Circuits and Systems- Ⅱ: Analog and Digital Signal Processing, September 2003,50(9).
  • 10Aglient 33250A Function/Arbitrary Waveform Generator Data Sheet[R]. Aglient Technologies, 2000.

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