搜索资源列表
CSharp波形显示控件源码
- 摘要: 本课题设计的波形显示控件实现了同时显示多条数据曲线、局部放大查看、波形显示自动调整最佳坐标范围、动态显示波形等功能。创新之处在于设计了一种方法,使得波形显示控件的坐标轴的起点值和终点值能够以浮点数显示,并自动根据当前波形显示控件的大小,描绘出符合用户视觉的坐标标尺。
DPAU.rar
- VC实现十倍频程坐标下画高通,低通,带通等音频滤波曲线,并实现鼠标拖动.,VC achieve 10 octave coordinates Qualcomm painting, low-pass, band-pass, such as audio filtering curve, and drag the mouse to achieve.
newt_g
- 牛顿迭代法求非线性方程的根 调用格式:f_name函数名; x0初值; xmin,xmax:x坐标; n_point描绘曲线所用点数-Newton iteration of nonlinear equations for root Call format: f_name function names x0 initial value xmin, xmax: x coordinates n_point curve described by points
wang-OpenGL-7
- 基于mfc的OpenGL应用。本程序是在mfc中用OpenGL画出一条曲线轨迹,轨迹点坐标来自串口数据。-The OpenGL-based mfc application. This program is a mfc using OpenGL to draw a curve of track, track point coordinate data from the serial port.
SchoolAssignment
- 通过给定交点坐标、曲线半斤和缓长,计算各曲线要素和主点里程。-Through a given intersection point coordinates, curve half a catty, slow long, computing elements and the main point of the curve mileage.
vtkspline
- VC结合VTK来绘制样条曲线SPLIEN并输出相应点的坐标。-VC combination of VTK to draw spline curves SPLIEN and output the coordinates of corresponding points.
Add-data-arrays
- 在TeeChart图表绘制曲线,在右侧的显示每个点的坐标具有导航功能.-Curve in TeeChart chart drawn in the coordinates of each point to the right of the navigation function..
ReadLinePoint
- 有时,在写论文时,我们想获得参考文献中曲线上点的信息(x坐标,y坐标),得到点信息后就可以在matlab上生成与参考文献中相似的曲线,使用本程序就可以参考文献的点信息,使用时,可以把参考文献(一般为PDF文件)中曲线拷到“画图”中,然后生成BMP图像,就可以用本程序进行处理-Sometimes, when writing papers, we would like to receive reference point in the curve of information (x coordina
Curve
- 用VC开发的画正炫和余炫曲线的例子,可以选择线型,线宽,颜色,已及创建坐标。-Developed by using VC-hyun and painting are examples of over-hyun curve, you can choose to line, line width, color, and the creation of the coordinates have been.
asdfsdf
- 先绘制正弦曲线,以其每一点坐标为圆心画圆,并且随这曲线的走向移动-Drawing first sinusoid, the coordinates for every point in its center drawcircle, and this curve with the direction of mobile
BSpline
- bspline基础编程,可以输入控制点坐标,自动生成三次曲线-bspline the basis of programming, you can enter the control point coordinates, automatic generation of three curves
028991-01
- 计算机图形学(computer graphics, CG)是研究如何利用计算机算法来生成、处理和显示图形的一门学科,主要的算法原理包括基于光栅扫描显示器的基本图形的扫描转换原理;基于齐次坐标的二维、三维变换矩阵的几何变换原理;基于几何造型的自由曲线、曲面的生成原理;基于分形几何学的分数维造型原理;基于像空间和物空间的三维实体动态消隐原理;基于颜色模型、光照模型和纹理映射技术的真实感图形显示原理。-Computer Graphics (computer graphics, CG) is to st
Bezier
- 程序绘制二维Bezier曲线,要求用户输入控制多边形的顶点数目及其坐标,此后程序用红色显示控制多边形,用黄色显示vBezier曲线。-Procedures for drawing two-dimensional Bezier curve, control polygon require users to input the number and the vertex coordinates, since the procedures are displayed in red with the c
theCurvesandSurfacesFitting
- 连续曲线近似地刻画或比拟平面上离散点组所表示的坐标之间的函数关系的一种数据处理方法。用解析表达式逼近离散数据的一种方法-Continuous curve approximation to characterize or compare groups of discrete points on the plane expressed by a function of the relationship between the coordinates of a data processing meth
Homework7_1
- 三次B样条曲线画图函数 可以自己设定点的坐标 产生 3次B样条曲线-Three B-spline curve drawing function set-point can generate 3 times the coordinates of B-spline curve
realtimecurve
- 采用Visual C++编程实现的带标注坐标的实时曲线-Using Visual C++ programming with marked coordinates implementation of real-time curve
ToDraw
- 本程序功能与Windows下附件中的画图软件功能相近。本程序是在VC6.0平台上用MFC所编,支持多文档和多视图结构,视图为滚动视图,允许分割窗口。绘制方面的功能主要包括绘制各种图元,包括直线、Bezier曲线、矩形、圆角矩形、椭圆(圆)、多边形,用笔或画刷自由绘图,橡皮擦擦除,颜料桶填充,取色和区域选取移动。绘图时可以选择各种画笔颜色和画刷颜色,各种线型和线宽,以及画封闭图元时是否填充,当然,还能设置背景色、清除图像及画布大小调整等,并且在绘图区单击右键会弹出快捷菜单。程序支持保存和读取位图
spline
- 由给出的三个点坐标,拟合出一条样条曲线,对于工程或数据分析的同志有作用。-Three points by the given coordinates, fitting out of a spline curve, or data analysis for the project has the role of comrades.
InTheNegativeCoordinatesCenter
- 曲线任意里程中边桩坐标正反算(VB6.0)函数,曲线任意里程中边桩坐标正反算(VB6.0)函数(5节点法提供测试程序代码)-In the curve random course side the pile coordinates pro and con calculated (VB6.0) function (5 node-pair methods provide test order code)
DisplaySquareBezier
- 三次Bezier曲线法的扫描转换程序:可以通过四个控制点来确定P(t)取不同的t时对应的二维坐标。用三次Bezier曲线绘制的一片花瓣和一根曲线。-Three Bezier curve scan conversion process: the four control points can be determined by P (t) at t different from the corresponding two-dimensional coordinates. Bezier curve w