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Three-times-spline-curve
- 三次样条曲线插值，根据参数来改变曲线的形状。并且标记参数的坐标。-Three times spline curve interpolation, to change the curve according to the shape parameters. Coordinate and mark parameters
love
- 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 the mathematical parametric equation of the " heart" -shaped curve are plotted output screen. Cycle through the letters " LOVE" in each coordinate point.
curve
- 趋势图曲线控件，提供曲线拟合等功能，绘制纵横坐标，零点，可用于科学计算或仪器控制用户界面中。-Trend curve control, providing features such as curve fitting, draw vertical and horizontal coordinates, 0:00, can be used for scientific computing or instrument control user interface.
YUANJIAN
- 在金属导体中 ,电流跟电压成正比 ,伏安特性曲线是通过坐标原点的直线 ,具有这种伏安特性的电学元件叫做线性元件。-In metal conductors, the current with the voltage proportional to the volt-ampere characteristic curve is a straight line through the origin, with the volt-ampere characteristic of this electri
Autoscale_Curve_buy_outsied
- 自动放大缩小，定位图形控件，项目需要，国外付费购买，共享给大家，期望能够加快您的开发过程，包括曲线，坐标，锚点都可以自定义-Graphic Curve Autoscale support, buy from outside, and shared for you, to be usefull when you develop data curve or chart
MyAndroidPageTurner
- android翻书效果实现原理（ 贝塞尔曲线绘制原理/点坐标计算）实现真实的翻页效果，为了能在翻页的过程中看到下一页的内容，在翻页之前必须准备两张页面，一张是当前页，另一张是下一页。翻页的过程就是对这两张页面的剪切，组合过程。-android fflippage Principle (Bezier curve drawing schematics/point coordinate calculation) to achieve real flip effect, flip the process
Exercise1
- 程序主要包含幂级数展开逼近余弦及在同一坐标下显示多个曲线。压缩包中还包含相关的参考资料。-Program mainly includes power series expansion approximation cosine and displayed in the same coordinate multiple curves. Compressed package also contains the associated reference materials.
GetTrendDataFromPictureVB
- 趋势图分析,一个由DCS的数据记录曲线图得到数据的小软件，方便由图得到数据。使用时需要设置时间和数据上下限的坐标，然后移动鼠标到曲线上，就能得到时间和数据。可以批量获取多点数据，使用非常方便。适用于工业控制的历史数据曲线的数据获取。-A data record by the DCS curve obtained data of small software to facilitate data obtained from Fig. When used to set upper and lower
GraphicsShapeDemo
- Java图形的绘制与填充源码实例，这里主要是创建DrawPanel对象用于绘制图形，把对象drawPanel加入内容窗格，可以绘制的几何图形有：直线、矩形、圆角矩形、圆、椭圆、开虎弓形、饼形、三次曲线和二次曲线。编写过程中用到坐标编程的一些知识-drawPanel add content pane, you can draw geometric shapes are: straight lines, rectangles, rounded rectangles, circles, ellipse
CSpline
- 利用Cardinal绘制样条曲线。传入控制点坐标生成插值点坐标-Cardinal Line
CreateParabola_2
- 通过若干坐标点拟和出二次抛物线。拟和出的曲线为方差最小。实验中和预计值有出入。-Through a number of coordinates of points to be and a quadratic parabola. The curve fitting for the smallest variance. Experiment and the expected value because of rounding.
cubic_bpline
- 输入二维点的坐标[x,y]，生成三次b样条曲线-Enter the two-dimensional coordinates of points [x, y], to generate three b-spline curve
Confessionofloveheart
- 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 curve mathematical parametric equations, drawing curves and output screen. In each coordinate point cycle " LOVE" in the alphabet.
VMLLine
- 非常好的用VML绘制曲线的三个实例，而且有坐标图，效果也很漂亮-Very good curve with VML rendering three examples, but there is coordinate diagram, the effect is also very pretty
VMLLine
- 非常好的用VML绘制曲线的三个实例，而且有坐标图，效果也很漂亮-Very good curve with VML rendering three examples, but there is coordinate diagram, the effect is also very pretty
bestfitted-line
- 根据所给的点的坐标算出最拟合曲线的公式，并根据原来的x值算出新的y值。并将数据储存到一个data文件-A C++ programme finds the best-fitted straight line to the x and y values, and then writes the original x, y values and the new y values on the line (for each x) to a data file. X: 1.0000 2.0000
9009
- 自动绘制一条正弦曲线，同时拥有坐标和坐标轴，可以改变正弦曲线的颜色及线型等。-A sine curve drawing automatically, and at the same time with coordinates and axes, can change the color of the sine curve and linear, etc.
ImageSeg3
- VC++6.00多文档程序，利用鼠标可以对图像进行曲线或矩形画图，并实时显示当前点坐标。-VC++6.0Program, Using mouse to draw curve and rectangular in an image
SANWEIZUOBIAODIANNIHE
- 根据空间任意点数坐标拟合得到空间样条曲线，特别适合测量实际孔轴线拟合。-According to the spatial coordinates of any point of space-spline curve fitting, especially suitable for measuring the actual hole axis fitting.
AutoCAD-getting-coordinate
- 一种能够获得三维CAD剖面图曲线坐标的程序文件。-A method of getting the three-dimensional cross-sectional view CAD files for functional curvilinear coordinates.