王宏伟. 滑动离散傅里叶算法输出稳定性研究[J]. 电波科学学报, 2012, 27(4): 773-779,796.
      引用本文: 王宏伟. 滑动离散傅里叶算法输出稳定性研究[J]. 电波科学学报, 2012, 27(4): 773-779,796.
      WANG Hongwei. Output stabilization of sliding discrete Fourier transform algorithm[J]. CHINESE JOURNAL OF RADIO SCIENCE, 2012, 27(4): 773-779,796.
      Citation: WANG Hongwei. Output stabilization of sliding discrete Fourier transform algorithm[J]. CHINESE JOURNAL OF RADIO SCIENCE, 2012, 27(4): 773-779,796.

      滑动离散傅里叶算法输出稳定性研究

      Output stabilization of sliding discrete Fourier transform algorithm

      • 摘要: 受数字系统有限字长的影响,滑动离散傅里叶变换(滑动DFT)算法的频率单元存在输出不稳定的缺点。利用改进Goertzel算法的递归单元对滑动DFT算法的频率单元改造后,不仅可以直接计算起始频谱值,而且滑动DFT算法可以每隔N个输出值就对频率单元清零,并能提供准确的新谱值,保证了滑动DFT算法的频率单元可以长时间连续不断的处理输入数据,而不会出现输出不稳定现象。这种方法在连续地、实时地进行时频谱分析中具有重要的意义。

         

        Abstract: Sliding discrete Fourier transform (sliding DFT) algorithm has disadvantage on instability of outputs, which is influenced by the finite register length effects of digital system. Frequency units of sliding DFT are reconstructed by using recursive units of improved Goertzel algorithm, which can provide initial spectrum value and a new accurate spectrum value every N points. Improved sliding DFT algorithm can process data continuously and can keep output stabilization for a long time, which becomes increasingly important at real-time consecutive time-frequency spectrum analysis.

         

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