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Description: fft运算的函数库。使用方便。linux下编译。-fft operations functions. Easy to use. Compiling under linux.
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Size: 1811652 |
Author: 贾立好 |
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Description: 这是本人的本科毕业论文《二维FFT变换程序实现及其应用》中的程序,先用c语言将算法模块封装成dll,然后在VC和VB中调用。
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Size: 2201527 |
Author: hanxiaohua |
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Description: FFT.DLL,快速傅立叶算法,使用于多种语言环境
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Size: 19468 |
Author: maliyi |
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Description: 2维fft用于数字图像处理 C# dll装配件-two-dimensional digital image processing for C# dll installed accessories
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Size: 29696 |
Author: 耀西 |
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Description: 快速傅立叶变换FFT的动态链接库DLL,适合个种语言,VB,VC,delphi-FFT fast Fourier transform of the DLL, suitable species language, VB, VC, Delphi, etc.
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Size: 23552 |
Author: 可永 |
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Description: fft运算的函数库。使用方便。linux下编译。-fft operations functions. Easy to use. Compiling under linux.
Platform: |
Size: 1811456 |
Author: 贾立好 |
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Description: 使用MATLAB中的COM生成器(comtool),将M文件生成DLL,于VB中引用.从MATLAB6.5开始,MATLAB提供了COM生成器,使用该生成器,可以将MATLAB函数和自定义的函数打包成组件,然后集成到支持该技术的应用程序中去.使用该技术,可以很大程度上脱离MATLAB环境.
-The use of MATLAB
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Size: 71680 |
Author: 吴庆庆 |
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Description: 实现正弦信号的快速傅里叶变换,其中FFT算法用动态链接库动态链接-Sinusoidal signal realize the fast Fourier transform, FFT algorithm which used dynamic link library dynamic link
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Size: 246784 |
Author: |
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Description: FFT 算法的动态链接库 自己做的 算法复杂度一般-FFT algorithm to do its own dynamic-link library of the algorithm complexity in general
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Size: 10240 |
Author: fqihang |
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Description: 这是本人的本科毕业论文《二维FFT变换程序实现及其应用》中的程序,先用c语言将算法模块封装成dll,然后在VC和VB中调用。-This is my undergraduate thesis, Two-dimensional FFT transform and its application procedures to achieve in the process, use c language algorithm module package into a dll, then call the VC and VB.
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Size: 2201600 |
Author: hanxiaohua |
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Description: FFT and dll documents for independent utility
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Size: 427008 |
Author: 杜冰 |
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Description: FFT.DLL,快速傅立叶算法,使用于多种语言环境-FFT.DLL, Fast Fourier algorithm, for use in multi-lingual environment
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Size: 19456 |
Author: maliyi |
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Description: real time fft, Delphi compiled Component,
fftw3.dll libraries
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Size: 1718272 |
Author: sanko2 |
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Description: fftw库,可以在windows下和Linux下同时使用,值得下载-fftw library, under windows and can be used under Linux, it is worth downloading
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Size: 1579008 |
Author: 张成 |
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Description: 1. BCB建立lib,在命令提示字元下執行:
implib -a fftw3-3.lib libfftw3-3.dll
implib -a fftw3f-3.lib libfftw3f-3.dll
implib -a fftw3l-3.lib libfftw3l-3.dll
VC則
2.將 *.dll 複製到 c:\windows\system32
3.將fftw*.lib 加入專案
4.專案#include "fftw3.h"-FFT
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Size: 1511424 |
Author: chin |
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Description: 脑波FFT变换
调用格式见m文件头部说明(下边也复制了一份)
有配套.DLL.h.lib.ctf文件,可以在C或C++环境中调用
------------------------------------
保存为FFT.m文件
输入参数: N:进行FFT变换的点数(要求是2的N次幂);
fs:信号的采样频率(frequency of simpling)
sig:进行FFT变换的数组(一维)。
输出参数: f_sig:变换后的信号(一维数组)
E_delta、E_theta 、E_alpha、E_beta分别表示δθαβ相应频段的能量加和。
other为其余频段的能量加和(供参考用)
--------------------------------------------------------------------------
function[ f_sig ,E_delta , E_theta , E_alpha , E_beta , other ] = FFT( N , fs , sig )-EEG FFT transform is called m file format, see head illustrate the matching DLL files, you can be C or C++ to call------------------------ simpling) sig: to FFT transform array (one dimension). Output Parameters: f_sig: transformation of the signal (one-dimensional array) E_delta, E_theta, E_alpha, E_beta δθαβ, respectively, the energy increases and the corresponding frequency band. Other for the rest of the energy band increases, and (for reference) -------------------------------------------------------------------------- function [f_sig, E_delta, E_theta, E_alpha, E_beta , other] = FFT (N, fs, sig)
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Size: 206848 |
Author: 张诚 |
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Description: C#实现图像基本操作的动态链接库,包括图像的读取,存储以及插值和FFT-Image process dll,including reading,writing,interpolation ,FFT and so on.
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Size: 67584 |
Author: BAO_JIANGHONG |
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Description: fft的一个较快的实现算法的C++库,据说是最快的fft的实现算法。-fft of a fast algorithm of the C++ library, is said to be the fastest implementation of fft algorithm.
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Size: 1433600 |
Author: watermelon |
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Description: 自己开发的一个任意长度的FFT动态链接库,已通过测试-An arbitrary length FFT to develop their own dynamic link library, has been tested
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Size: 56320 |
Author: xiang |
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Description: 关于快速傅里叶变换的动态链接库 FFT-D-Fast Fourier Transform FFT-DLL dynamic link library
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Size: 96256 |
Author: 刘翔 |
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