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zfft
- 这里是两个matlab开发的频率细化分析算法，可用在各种信号处理应用中！程序中的数据为仿真数据 如需分析实际信号，请有matlab基础的自己添加实际信号进行分析。
ZFFT
- Matlab编写的加窗傅里叶变换及原理-Written in Matlab and principles of windowed Fourier transform
zfft
- FFT+FT连续细化傅立叶变换分析校正法 还请各位多多指教。 参考自丁康老师《离散频谱校正技术》 -FFT+ FT for Fourier transform analysis of detailed correction method is also called upon the exhibitions. Ding Kang reference from the teacher, " Discrete Spectrum Correction"
zfft1
- ZFFT轨道信号上应用的一些文档，这些文档是从诸多文档中挑选出来的，很有参考价值。分两次上传。其中一次包括ZFFT的MATLAB实现。-The application of the track signal ZFFT some documents, these documents are from a number of selected documents, a good reference. From two. One MATLAB, including the realization of
zfft
- ZFFT轨道信号上应用的一些文档，这些文档是从诸多文档中挑选出来的，很有参考价值。分两次上传。这是第二次上传。其中一次包括ZFFT的MATLAB实现。-The application of the track signal ZFFT some documents, these documents are from a number of selected documents, a good reference. From two. This is the second upload. One M
zfft
- 关于副调制ZFFT研究的几篇外文文章，提供给毕业设计的朋友。-The research about the vice ZFFT modulation, a few foreign friends offer graduate design.
bitfft
- 也试着把《MATLAB在振动信号处理中的应用》中的ZFFT改为函数，方便其它坛友的调用，并提供调试程序和数据-Also tried to " MATLAB in Vibration Signal Processing" ZFFT change in function to facilitate the other Friends of the altar call, and debug programs and data
ZFFT
- 一个能够实现ZoomFFT频率细化的小程序，希望对大家有所帮助-A refinement to achieve ZoomFFT frequency of small procedures, we hope to help
ZFFT
- 可以对任意实现频谱细化，函数的参数见函数自身说明-Spectrum can be achieved for any refinement, the function of the parameters see the descr iption of the function itself
ZOOM_FFT_main-
- 利用MATLAB编写的关于频谱细化(Zfft)的程序,有注释。-Spectrum zoom (Zfft) program using MATLAB There are notes in it.
ZFFT-FFT
- 实现频谱细化功能，可以做参考，适合初学者-Refine the spectrum function, you can reference for beginners
ZFFT
- ZFFT的matlab实现，可以输入任意序列以及欲观察的频段进行观察。使用时请将解压后的文件放置到matlab目录下，通过调用函数ZFFT实现。-ZFFT matlab realize, you can enter any sequence and want to observe the band was observed.
zfft
- ZFFT算法的仿真，基于复调制的Zoom-FFT法便可以针对某一频段进行分析，得到相对较高的频率分辨率。(Simulation of ZFFT algorithm, Based on complex modulation Zoom-FFT method can be analyzed for a band to get a relatively high frequency resolution.)