Xu Wei, Chen Zongzhi. TWIDDLE FACTOR MERGED TIME-DECIMAL FFT ALGORITHM AND THE SOFTWARE IMPLEMENTATION FOR TMFFT[J]. Journal of Electronics & Information Technology, 1988, 10(2): 97-105.
Citation:
Xu Wei, Chen Zongzhi. TWIDDLE FACTOR MERGED TIME-DECIMAL FFT ALGORITHM AND THE SOFTWARE IMPLEMENTATION FOR TMFFT[J]. Journal of Electronics & Information Technology, 1988, 10(2): 97-105.
Xu Wei, Chen Zongzhi. TWIDDLE FACTOR MERGED TIME-DECIMAL FFT ALGORITHM AND THE SOFTWARE IMPLEMENTATION FOR TMFFT[J]. Journal of Electronics & Information Technology, 1988, 10(2): 97-105.
Citation:
Xu Wei, Chen Zongzhi. TWIDDLE FACTOR MERGED TIME-DECIMAL FFT ALGORITHM AND THE SOFTWARE IMPLEMENTATION FOR TMFFT[J]. Journal of Electronics & Information Technology, 1988, 10(2): 97-105.
Martens (1984) proposed a high efficient and simple formed DFT algorithm-RCFA,, whose efficiency can be compared with that of WFTA or that of PFA, and whose structure is similar to that of FFT. The authors have proved that, in the case of radix 2, the RCFA is exactly equivalent to the twiddle factor merged frequency-decial FFT algorithm. The twiddle factor merged time-decimal FFT algoorithm is provided in this paper. Thus, in anycase, the FFT algorithm used currently can be replaced by the more efficient algorithm--the twiddle factor merged FFT algorithm, with exactly the same external property and the similar internal structure. In addition, the software for implementing the twiddle factor merge FFT algorithm (TMFFT) is also provided.
J. B. Martens, IEEE Trans. on ASSP, ASSP-32(1984), 750.[2]许蔚,陈宗鹭,电子科学学刊,9(1987), 229 -234.[3]A. V. Oppenheim, R. W. Schafer, Digital Signalnal Processing, Prentice-Hall Inc., 1975; 董世嘉,杨耀增译,数字信号处理,科学出版社,1980.[4]许蔚,合成孔径雷达信号数字处理,中国科学技术大学六系硕士论文,1984年6月.[5]T. V. Sreenivas, P. V.S. Rao, IEEE Trans. on ASSP, ASSP-28(1980), 254.