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[GDI-Bitmappowuxian

Description: 一个用C语言开发的画抛物线的程序,适用于在学习计算机图形学基础的同学-a C-language development paintings parabola procedures applicable to the study of computer graphics based on the students
Platform: | Size: 1051 | Author: 林杰 | Hits:

[Other resourceparabola(computergraphics)

Description: 本程序是计算机图形学中的抛物线的c语言程序,通过输入X,Y的值来确定抛物线的形状.-computer graphics of the parabola c Language Program, through the importation of X and Y to determine the value of the parabolic shape.
Platform: | Size: 1377745 | Author: 周国梁 | Hits:

[CSharpGangGangHao5

Description: C#抛物线演示课件C#语言为载体,基于.NET工作平台,将抛物线等图形绘制到界面上、让用户可以看到抛物过程的轨迹、受力分析、以及合速度、水平方向、竖直方向的分速度、还有矢量三角形等。-parabola demo C# C# language courseware for vector-based.NET platforms, parabola, and other graphics will be drawn to the interface, users can see the process of parabolic trajectory, Analysis, and with speed, horizontal direction, the direction of the sub-vertical velocity, there are other vector triangle.
Platform: | Size: 3358687 | Author: DD | Hits:

[Graph programintegrate

Description: c语言实现抛物线逐次积分法-c language realization parabola step-by-step integration method
Platform: | Size: 1024 | Author: 石磊 | Hits:

[GDI-Bitmappowuxian

Description: 一个用C语言开发的画抛物线的程序,适用于在学习计算机图形学基础的同学-a C-language development paintings parabola procedures applicable to the study of computer graphics based on the students
Platform: | Size: 1024 | Author: 林杰 | Hits:

[Graph Drawingparabola(computergraphics)

Description: 本程序是计算机图形学中的抛物线的c语言程序,通过输入X,Y的值来确定抛物线的形状.-computer graphics of the parabola c Language Program, through the importation of X and Y to determine the value of the parabolic shape.
Platform: | Size: 1377280 | Author: 周国梁 | Hits:

[CSharpGangGangHao5

Description: C#抛物线演示课件C#语言为载体,基于.NET工作平台,将抛物线等图形绘制到界面上、让用户可以看到抛物过程的轨迹、受力分析、以及合速度、水平方向、竖直方向的分速度、还有矢量三角形等。-parabola demo C# C# language courseware for vector-based.NET platforms, parabola, and other graphics will be drawn to the interface, users can see the process of parabolic trajectory, Analysis, and with speed, horizontal direction, the direction of the sub-vertical velocity, there are other vector triangle.
Platform: | Size: 7287808 | Author: DD | Hits:

[AlgorithmJIFEN

Description: 数值计算积分的C语言实现,包括复化梯形法,复化抛物线,龙贝格求积分-Numerical integration of the C language, including the rehabilitation of the trapezoid method, compound of the parabola, Romberg quadrature
Platform: | Size: 1024 | Author: 宋畅 | Hits:

[AlgorithmNumerical-integration-routine

Description: 其中一个是是变步长复化梯形公式例程,该程序是用变步长复化梯形公式计算定积分的C语言程序。另一个是1.1.2 变步长复化抛物线公式例程,该程序是用变步长复化抛物线公式计算定积分的C语言程序。-One is the variable step size compound trapezoid formula routines, the program is the variable step size compound trapezoid formula to calculate definite integral C language program. The other is a1.1.2 variable step size composite parabola formula routines, the program is the variable step size composite parabola formula to calculate the definite integral of the C language program.
Platform: | Size: 6144 | Author: 静静 | Hits:

[Othercolor-parabola-

Description: 绘制彩色抛物线 c语言源代码 /*画抛物线的子函数spara()*/ /*row,col代表抛物线顶点的坐标,x1,y1是抛物线起点相对顶点的坐标*/ /*t为抛物线绕顶点旋转的角度*/-To draw color parabola c language source code
Platform: | Size: 1024 | Author: fei | Hits:

[OtherParabola

Description: 标准方程:Y=X2/4p (p值自己定) 曲线以F(0,p)为焦点,曲线以Y轴为对称轴,其X的取值范围是任意的。 实验目的:熟悉C语言图形函数,实现任意数学函数曲线的绘制 -The standard equation: Y = X2/4p (p value itself) curve F (0, p) as the focus curve to the Y-axis as an axis of symmetry, in the range of its X is arbitrary. Purpose of the experiment: familiar with the C language graphics functions, any mathematical function Curve
Platform: | Size: 1352704 | Author: yuke | Hits:

[CSharpcSharpmatlabtaskcal

Description: 使用了编程语言:C#,编程工具:Visual Studio 2010实现了对数值计算中Steffensen,Muller(抛物线)非线性方程数值求解;Gauss线性方程组求解;Lagrange,Newton,三次样条插值法数值逼近的winform 软件开发,取代了Matlab方法,便于方法的应用和推广。-Use a programming language: C#, programming tools: Visual Studio 2010 realization of the numerical calculation Steffensen, Muller (parabola) nonlinear numerical equation solver Gauss solving linear equations Lagrange, Newton, cubic spline interpolation numerical approximation of winform software development, replacing the Matlab method to facilitate the application and promotion methods.
Platform: | Size: 331776 | Author: k | Hits:

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