搜索资源列表
curveshow
- 一个动态画曲线的程序，能够实现曲线的实时显示，还能显示选定的点的坐标。-Curve of a dynamic painting process, to achieve real-time curve display, also shows the coordinates of the selected points.
Draw2Line
- 一款开源支持多曲线绘制图表的控件源代码，可以纵横坐标刻度。支持十字线数值捕获即时显示等。-An open source multi-Curve chart control source code, can scale vertical and horizontal coordinates. Value capture cross lines to support real-time display.
showheart
- 问题的提出：根据“心”形曲线的数学参数方程，绘制曲线并输出屏幕。在各坐标点处循环显示“LOVE”的各字母。365.2425×400＝146097天。如果以365天作为一年，每400年就少了0.2425×400＝97天。这97天要靠设置闰年（每年366）天来凑齐，所以，每400年要设置97个闰年。-Of the problem: According to the "heart"-shaped mathematical curve parameter equation, drawing curve
C_point
- 采用轮廓跟踪法，得到两条曲线的坐标集，再通过求质心确定两个基准点 -This function is used to get two basis points between fingers
MyCurve
- 用C# 编写了绘制过程系统的动态曲线，可以显示坐标和上下限-Prepared using C# drawing process the dynamic curve, can display coordinates and upper and lower limits
curve
- 一个曲线拟合 方程组求解,VS2008编译，根据特定点的坐标进行拟合-Curve fitting equations, VS2008 compiler
zuisujiangxian
- 我们假设我们的轨迹从原点（0,0）出发，终点B的坐标是（2,1）。通过Matlab就可以计算出边界条件，最终画出曲线。-We assume that our path from the origin (0,0) starting and ending coordinates of B are (2,1). Matlab can be calculated by boundary conditions, the final draw the curve.
quxiantu
- 随意拖动的曲线图，增加坐标位置，可以生产任意曲线-Random drag the curve to increase the coordinates of the location, can produce an arbitrary curve
ArcChaBu
- 任意三次曲线插补 任意三次曲线方程：y=(1/9)*Math.pow(x, 3)+(1/3)*Math.pow(x, 2)+(5/6)*x 设置起点坐标和终点坐标。 在面板上画出插补算法直线。 F>=0，x向+x方向前进一步,J7-- F<0，y向+y方向前进一步,J7-- 直到J7<0 J7=|xe-x0|+|ye-y0| -Any arbitrary cubic curve cubic interpolation equation:
ProjCurves2SurfaceByUVwhileKeepWorldZpos
- 这是用于rhino的脚本，先选择一个surface，再选择一组曲线，则将这组曲线从世界坐标按所选surface的uv投影到曲面上，同时尽量保持原来的世界Z坐标。（一般选的surface都是平行于xy平面的，这样可以让一组曲线在xy方向上的形状按曲面uv修改）-This is the scr ipt for the rhino, first select a surface, then select a set of curves, then this set of curves selected
Bezier
- 三次贝塞尔分段插值(按照Excel曲线算法),计算平滑曲线上任意一点的点坐标的自定义函数BezierFit。 Excel的平滑曲线没有提供这个曲线图的公式，所以通过编程查找曲线上的点坐标。-Cubic Bezier Interpolation (in accordance with the Excel curve algorithm) to calculate any point on a smooth curve point coordinates of the custom function
2
- Visual C＃ 2008与图形图像。包括动态绘制直线和曲线，动态绘制验证码，椭圓及椭圆弧的绘制，移动鼠标复制坐标区域图像等-Visual C# 2008 and the graphic image. Including dynamic drawing lines and curves, dynamic rendering verification code, ellipse and ellipse drawing, move the mouse images, copy the coordi
biaobai
- 根据“心”形曲线的数学参数方程，绘制曲线并输出屏幕。在各坐标点处循环显示“LOVE”的各字母-According to the " heart" -shaped mathematical curve parameter equation, drawing curves and output screen. Coordinates of points in each cycle show " LOVE" of the letter
MyMFC
- 在视图区画正弦函数曲线，并且在一个菜单下以对话框形式输入正弦图的起点和终点坐标。-In the view area sine curve drawing, and in the form of a menu in the dialog box enter the start and end the sine map coordinates.
Show-your-love
- 问题的提出：根据“心”形曲线的数学参数方程，绘制曲线并输出屏幕。在各坐标点处循环显示“LOVE”的各字母。 编程思路：“心”形曲线的数学参数方程为: x=rsinθ/2sinθ(0<=θ<=2π) y=rsinθ/2cosθ 用xin[2*R+1][2*R+1]存储图形。 -Of the problem: According to the " heart" -shaped mathematical curve para
DrawCosCurve
- 在屏幕上用‘*‘横向显示0～360度的cos(x)曲线。此题关键在于余弦曲 线在0～360度的范围内，一行要显示两个点。考虑到cos的对称性，将屏幕的行方向定义为x，列方向定义为y，则0～180度的图形是左右对称的。若将图形的总宽度定义为62列，计算出x行0～180度时y点的坐标m，那么在同一行与之对称的180～360度的y点的坐标就应为62－m。程序中利用反余弦函数acos计算坐标(x，y)的对应关系。 -On the screen using the ' *' hori
TChartCSharp_Exer
- Teechart(8.0)控件二维曲线及三维图(Colorgrid)绘制例子，其中提供获取曲线及图的当前位置的坐标以及值的功能。-Teechart (8.0) controls two-dimensional curves and three-dimensional map (Colorgrid) draw an example, which provides access to Curve and the map coordinates of current location and valu
Spline-way
- 利用样条差值法，根据已知坐标，绘制整条曲线。 数学建模实例，很有用的。-Using spline difference method, based on the known coordinates, drawing the whole curve. Mathematical modeling examples, very useful.
LpfControls
- 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。-This topic designed to achieve a waveform display control data also shows a number of curves, partial enlargement view, the best waveform display automatically adjusts the range of coordinate
pro3(simple)
- 在QT4上实现绘制坐标及正弦、余弦曲线，利用插件qwt-5.1.0，极其简单方便-In QT4 on the drawing coordinates and the sine, cosine curve, the use of plug-in qwt-5.1.0, is extremely simple and convenient