资源列表
Lesson03
- 讲述MFC AppWizard的原理与MFC程序框架的剖析。AppWizard是一个源代码生成工具,是计算机辅助程序设计工具,WinMain在MFC程序中是如何从源程序中被隐藏的,theApp全局变量是如何被分配的,MFC框架中的几个类的作用与相互关系,MFC框架窗口是如何产生和销毁的,对窗口类的PreCreateWidow和OnCreate两个函数的着重分析,Windows窗口与C++中的CWnd类的关系。-about MFC +5.0 Principle and the MFC framew
Lesson05
- MFC消息映射机制的剖析,讲述如何运用ClassWizard,,理解发送给窗口的消息是如何被MFC框架通过窗口句柄映射表和消息映射表来用窗口类的函数进行响应的。掌握设备描述表及其封装类CDC的使用,CDC是如何与具体的设备发生关联的,融合具体的画图程序进行分析。如何设置封闭图形的填充刷子(位图画刷与透明画刷的使用)。-MFC Message Mapping Analysis of the mechanism on how to use ClassWizard, understanding sen
模拟秒钟
- 模拟秒针的走动 用C#编写的 欢迎下栽-simulated hands of the walk with C# prepared by the welcome downward
用VC++实现FLASH的经典实例
- 有关于VC调用FLASH的代码,可以对FLASH文件进行播放,用VC进行界面编辑-called on the VC FLASH code, the document FLASH players, VC interface for editing, etc.
040320133
- 罗密欧与朱丽叶的迷宫问题 利用回溯法搜索出一条路经,帮助罗密欧走遍所有房间到达朱丽叶的房间-Romeo and Juliet maze of back problems using a way to search by law to help Romeo traveled all the rooms reach Juliet rooms
040320152
- 整数变换问题,用最少的f和g变换次数将n变换为m.f(i)=3 g(i)=[i/2].-Integer Transform, with the least f and g frequency of transformation to transform m.f n (i) = 3 g (i) = [i / 2].
040320174
- 无和集问题。设s是一个正整数集合。s是一个无和集当且仅当x,y属于s,但x+y不属于s. 设计一个算法,计算f(n)的值-no problems and sets. S is a set up is a set of integers. S is a set - and if and only if x, y belong s, x y s. Design is not an algorithm to calculate f (n) values
ecg_send
- 这是我写的第一个基于上位机的程序,写这个软件的目的是将一个心电信号通过串口发送出去,而后再采集,这样来判断硬件的性能。请大家多提意见。-I wrote this is the first PC based on the procedures, write the purpose of this software is an ECG sent through the serial port, and later collected, to judge the performance of hard
logTest
- 很好的日志文件编程,利用log4j和JBuilder 9.0编译通过,基本的日志形式都有,对你的帮助会很大-good programming log files, and use USE JBuilder 9.0 compiler, the basic form has log, you will be a great help
调皮小孩
- 调皮的小孩本题是一道交互式题目,你的程序应当和测试库进行交互,而不得访问任何文件-mischievous child that is the subject of an interactive, and the procedures should be tested for interactive, and should not visit any document
200541339896265
- mfc的应用关于cfile的具体应用 -mfc application on the specific application CFILEs
汉诺塔演示
- 能显示移动步骤和次数 有很好是效果 -can show that the number of mobile steps and is a very good result