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ft2
- 一个fft的原理说明课件,是开发相关的一个号资料
Senfore_DragDrop_v4.1
- Drag and Drop Component Suite Version 4.1 Field test 5, released 16-dec-2001 ?1997-2001 Angus Johnson & Anders Melander http://www.melander.dk/delphi/dragdrop/ ------------------------------------------- Table of Contents: ----------------------
FT245.rar
- FT245芯片是USB控制器芯片，非常好用方便，对于扩展USB极为好用，固件程序都可以下载的。,FT245 chip USB controller chip, very easy to use convenient, extremely useful for the extension of USB, firmware can be downloaded.
FT232
- 这是USB转串口的驱动程序，对没有串口的电脑用处很大。-This is a USB-serial driver, there is no serial port on the computer use much.
CDM2.06.00WHQLCertified
- 官方下载的FT232的驱动程序,安装非常稳定,不再需要经常插拔USB口.-FT232 official download drivers, installation is very stable and not require frequent plug USB port.
es_usb_isp_diy_with_245_and_m8
- M8和FT245制作的真正的USB接口AVR ISP。适合DIY。-M8 and FT245 produced a real USB port AVR ISP. Suitable for DIY.
FastFourierTransformAlgorithm
- This program is open source code of fast Fourier transform in matlab. Where y is the input argument and p is the normalized size of the input. Let y = [1 2 3 4 ] x= length(y) m= log2(x) p= ceil(m) To call the function use ft2(y,p
FT232
- FT232 USB interface schemtic + Driver + PCB
FT2.0
- 沸腾网站源码,不用安装可直接运行,用户名及为base,密码为fetuin-FEITENG
USBtoserialport
- USB转串口的几种方法及用到的芯片资料，CH341T、FT232BL、PL2303。-USB to serial port and used several methods of chip data, CH341T, FT232BL, PL2303.
ft2
- 使用FreeType显示字形的Demo。-A demonstration of displaying glyph using FreeType.
ft2
- FT2 M-file for ft2.fig FT2, by itself, creates a new FT2 or raises the existingsingleton. - FT2 M-file for ft2.fig FT2, by itself, creates a new FT2 or raises the existingsingleton.
ft2
- 驱动芯片的资料，tm1629A的驱动程序。-Driver chip data, tm1629A drivers.
FT2
- Type-2 Fuzzy System Toolbox , with Simulink Block and 3 kind of Membership functions ( Gaussian , Triangle ..)
FastFourierTransformAlgorithm
- This program is open source code of fast Fourier transform in matlab. Where y is the input argument and p is the normalized size of the input. Let y = [1 2 3 4 ] x= length(y) m= log2(x) p= ceil(m) To call the function use ft2(y,p) -This program is op