资源列表
用GDI+转换图形格式
- 用GDI+转换图形格式，需要下载相应的GDI+库等，建议将VC SDK升级到最新 升级地址： http://www.microsoft.com/msdownload/platformsdk/sdkupdate/ -graphics interchange format using GDIplus ,which need to download relevent GDI+ LIB.So advice you upgrading your VC SDK to the newest upg
虚拟示波器2003
- LabVIEW编程及虚拟仪器设计虚拟仪器是当前仪器与测量发展的一个重要方向，它为各学科提供了一个通用的测量及仪器的设计研究环境.-LabVIEW programming and virtual instrument design virtual instrument is the current apparatus and measurement development of an important direction for the subject it to provide a commo
实例介绍CSharp GUI开发
- 该实例介绍了在C#中如何进行GDI编程，通过该实例可以让读者对C#中GDI编程有一个初步了解。 注：该源码系引用他人-the examples in C# how GDI programming, through which readers can be examples for C# programming GDI is a preliminary understanding. Note : The source is quoted others
xice-KNSGEW-minigui-libminigui-str-1.6.2.tar
- MiniGui学习版1.6str源码，国内最著名的跨平台轻型gui系统，对于构建小系统有很重要的参考价值。-MiniGui learning version 1.6str source, the country's most famous cross-platform light gui, a small system in constructing a very important reference value.
xice-KNSGEW-minigui-minigui-res-str-1.6.tar
- MiniGUI学习版v1.6str的资源源码。MiniGui是国内最著名的跨平台轻型gui系统。这个是它的资源源码，配合lib使用。-v1.6str version of MiniGUI learning resources source. MiniGui is the most famous domestic cross-platform light gui system. This is the source of resources to meet lib use.
mde-2.0.0.tar
- MDE 是 MiniGUI 的综合演示程序。主要的演示程序有：虚拟控制台程序、控件演示程序、对话框演示程序、字体演示程序、GDI 接口演示程序、看图程序、记事本程序、绘图程序、扫雷游戏、推箱子游戏、俄罗斯方块游戏、合并同类项游戏等。 -MDE MiniGUI is a comprehensive demonstration program. The main demo program are : Virtual Console procedures, controls demo program,
XYMoQiu
- 鼠标x-y原理与绘图, (1)CButton 显示ico/bmp, (2)多个按钮共享MessageHandler GetDlgItem,SetIcon,MoveTo/LineTo -mouse x-y Principle and Mapping, (1) CButton show ico / bmp, (2) various buttons sharing MessageHandler GetDlgItem, SetIcon, MoveTo / LineTo
GISDraw
- GDI编程示例，演示如何建立图形编程环境，如何实现矢量图形的绘制-GDI programme example demonstrate you how to build the setting and how to implement the protract of the vector image.
LogisticEq
- 混沌(Chaos),Logistic方程 X(n) = k*X(n-1)*( 1-X(n-1) ),即二次函数 f(x) = k*x(1-x), 选择适当的常数k,选择初始值 x0,迭代计算: x1=f(x0), x2=f(x1), x3=f(x2),..., 序列{ Xn }的整体\"状态\",敏感的依赖于常数k和初始值x0, 序列可能收敛,也可能,\"乱七八糟\"地振荡--产生混沌Chaos!-Chaos (Chaos), the logistic equation X (n
旋转球体
- 刚刚写的一个绿色旋转的立体椭球，欢迎大家对次提出意见-I just finished a programme about green revolving solid sphere .Welcome your advice,very glad.
step2(面积测量)
- 用VC++6.0开发的,用来计算由鼠标绘制的任意封闭区域的面积-VC 6.0, used to calculate the mouse by drawing the arbitrary closure of the regional area
step3(角度测量)
- 用鼠标绘制的两直线间角度的测量(利用余弦公式)-drawn with the mouse between the two linear and angular measurements (using the cosine formula)