搜索资源列表
fft_基2基4基8
- 基2基4基8以及分裂基的fft算法，代码效率很高。是难得一见的好代码。应用范围很广。-Radix-2-4-based 8 and split fft-based algorithm, a high code efficiency. Is a rare good code. Application of a very wide scope.
MRELFFT
- 利用分裂基算法求实序列的DFT,虚部赋值为零,这些程序是用C来实现的-Split-radix algorithm for the use of realistic sequence of DFT, the imaginary part of the assignment of zero, these procedures are used to achieve the C
cf_fft_2048_18
- 2048点的fft的算法源程序，应用verilog编程实现。-2048 point fft algorithm source code, application programming Verilog.
FFTandIFFT
- 三类FFT变换(时域基2，频域基2，分裂基)及其反变换-Three FFT transform (radix-2 time-domain and frequency domain-based 2, Split-radix) and its inverse transform
fft
- The fft.c file is C code for a function to compute the 16 point real Fast Fourier Transform using the split radix algorithm. -The fft.c file is C code for a function to compute the 16 point real Fast Fourier Transform us
splfft
- 分裂基算法，已调试，用C语言实现-Split-radix algorithm, have been debug using C language. . . . . . . . . . . . .
Split_radix
- FFT的分裂基算法，很详细的注释，花了两天的时间。希望对大家有帮助-The Split-radix FFT algorithm, a very detailed notes, spent a couple of days. We want to help
SPLFFT
- splfft.for（hsplfft.for） 利用分裂基算法求复序列 的DFT -splfft.for（hsplfft.for） Split-radix algorithm for the use of complex DFT sequence
MRELFFT
- 利用分裂基算法求实序列 的DFT， 的虚部赋值为零。-Split-radix algorithm for the use of realistic sequence of DFT, the imaginary part of the assignment to zero.
MRELFFT
- 执行分裂基(split-radix)频率抽取(DIF)FFT算法,希望为同仁提供便利。-Implementation of split-based (split-radix) decimation in frequency (DIF) FFT algorithm in the hope that my colleagues facilitated.
[1]-Split-radix-algorithm-for-2-D-discrete-Hartle
- Split-radix algorithm for 2-D discrete Hartley transform
MRELFFT
- C scr ipt for performing split-radix DIF fft algorithm.
srfft
- 计算复序列的分裂基快速傅里叶变换，分裂基快速算法是将基2和基4分解组合而成。在基2M类快速算法中，分裂基算法具有最少的运算量，且仍保留结构规则、原位计算等优点。-Calculate complex sequence of split radix fast Fourier transform, fast algorithm is to split the base base 2 and base 4 decomposition combi
fft_128
- 128-point FFT for split radix
my FFTs
- fft radix-4, split radix