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基于UCOS_II的智能窗系统的设计 一个ucosII的完整的设计实例
基于UCOS_II的智能窗系统的设计 一个ucosII的完整的设计实例-UCOS_II based on the smart window systems ucosII the design of a complete design example
- 2023-01-22 02:20:04下载
- 积分:1
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文章主要是说明 ARM开发板 中关于对D12PACK硬件的修改.pdf
文章主要是说明 ARM开发板 中关于对D12PACK硬件的修改.pdf-The article is mainly that of ARM development board D12PACK on hardware changes. Pdf
- 2023-05-08 15:00:02下载
- 积分:1
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应用程序只运行一个例子
应用程序只运行一个实例-applications running only one example
- 2023-03-18 19:50:03下载
- 积分:1
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非常不错的LMS学习材料
附带LMS仿真结果
非常不错的LMS学习材料
附带LMS仿真结果-LMS is very good study material incidental LMS simulation results
- 2022-03-19 19:38:51下载
- 积分:1
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学习matlab必备
学习matlab必备-essential learning Matlab
- 2022-02-22 09:16:12下载
- 积分:1
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moment method of singular integral realization
矩量法中奇异积分的实现-moment method of singular integral realization
- 2023-07-31 06:20:03下载
- 积分:1
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在本computes fft.c
fft.c--This computes an in-place complex-to-complex FFT
x and y are the real and imaginary arrays of 2^m points.
dir = 1 gives forward transform
dir = -1 gives reverse transform -fft.c This computes an in-place complex-to-complex FFT x and y are the real and imaginary arrays of 2 ^ m points. dir = 1 gives forward transform dir =-1 gives reverse transform
- 2022-05-29 23:51:17下载
- 积分:1
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AlexisEditor c#生成chm,并制作编辑器
AlexisEditor c#生成chm,并制作编辑器,全部源码,包括现有文档生成chm电子书,网页生成电子书,手动编辑生成电子书等等功能,十分方便!
- 2022-01-26 02:03:17下载
- 积分:1
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TSP问题部分城市数据及其最优结果
TSP问题部分城市数据及其最优结果-some cities TSP data and optimal results
- 2022-03-22 00:22:29下载
- 积分:1
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在 Windows 的资源管理器窗口中,我们见过 WinZIP,WinRAR 等软件能在文件或文件夹的默认快捷菜单中添加几个菜单项,它可以使用户无须进入软件内部...
在 Windows 的资源管理器窗口中,我们见过 WinZIP,WinRAR 等软件能在文件或文件夹的默认快捷菜单中添加几个菜单项,它可以使用户无须进入软件内部而直接在视窗中进行压缩/解压操作,十分方便用户操作,这无疑是一个较好的应用模型,它就是我们所说的Shell扩展技术。此源代码将以一个普通的源代码统计程序为例来说明怎样实现Shell扩展技术。-In the Windows Explorer window, we have seen WinZIP, WinRAR and other software in the file or folder to add the default shortcut menu几个菜individual, it can allow users do not need to enter the software directly in the internal window to compress/decompression operation, a very user-friendly operation, this is a good application model, which is what we call the Shell Extension. This source code will be an ordinary statistical procedures source code as an example to illustrate how to achieve the expansion of Shell Technology.
- 2022-11-13 04:00:02下载
- 积分:1