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复调制ZFFT的TMS320C25实现
引用本文:戴明桢 孙宝刚. 复调制ZFFT的TMS320C25实现[J]. 南京航空航天大学学报, 1995, 27(5): 705-709
作者姓名:戴明桢 孙宝刚
作者单位:南京航空航天大学电子工程系
摘    要:介绍了用TMS320C25数字信号处理器实现复调制ZoomFFT(ZFFT)频率细化技术,在所举的例子中,用1024复数点选带FFT获得通常8192复数点基带FFT的频率分辨力。实验结果表明,此种频率细化方法特别适用于不能同时处理N点,而又要求N点FFT频率分辨力的频谱分析场合,文中给出了几种提高C25FFT运算速度的方法,使1024复数点FFT的运算时间减少到12.6ms,可供工程应用参考。

关 键 词:傅里叶变换 频谱分析 傅里叶分析仪 频率分辨力

Implementation of Zoom FFT Using Complex Modulation with TMS320C25
Dai Mingzhen, Sun Baogang. Implementation of Zoom FFT Using Complex Modulation with TMS320C25[J]. Journal of Nanjing University of Aeronautics & Astronautics, 1995, 27(5): 705-709
Authors:Dai Mingzhen   Sun Baogang
Abstract:The Zoom FFT(ZFFT) using complex modulation is a technique to improve the frequency resolution. Its implementation with TMS320C25 is presented in this paper. The frequency resolution of the ZFFT with 1024 sample points (band-selected FFT) is the same as that of the directed FFT with 8192 sample points. The experimental results show that this technique of minute analysis in the frequency domain is particularly suitable for the analyzer which cannot handle N points simultaneously but calls for the frequency resolution'of N points FFT. In this paper some methods that accelerate the operation speed of C25 FFT are proPDsed,which can reduce the operating time of the FFT with 1024 complex sample points to 12.6ms and serve as a reference in engineering.
Keywords:Fourier transform (FFT)  frequency spectrum analysis  Fourier analyzers  Zoom FFT  frequency resolution
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