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MXCADText
梦想CAD控件的使用实例源代码C#
主要对其基本功能进行实例介绍(Dream CAD controls the use of C# source code examples dream CAD controls the source code examples for C#)
- 2013-04-28 18:08:03下载
- 积分:1
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visio
Visio 2010图形设计实战技巧精粹,让读者一目了然,更好地掌握Visio 2010。(Visio 2010 graphic design essence of combat skills, to give readers a glance, a better grasp of Visio 2010.)
- 2013-11-18 20:23:36下载
- 积分:1
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1D_ESA
该程序包括泰勒线阵及方向图、带宽计算、共形阵列等函数。(Taylor linear array pattern)
- 2018-04-29 21:15:20下载
- 积分:1
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99728371ipaint
BCB 矢量绘图程序,具备 点、线、圆、文字 等基本图形,支持 复制、粘贴、等距排列等多种操作,图元的组合、拆分等已开发,放缩、存储等未完善,希望对广大BCB工作者有所帮助!(BCB vector drawing program, with points, lines, circles, text, and other basic graphics, support copy, paste, equally spaced and other operations, the combination of elements, split, etc. have been developed, zoom, storage, etc. are not perfect, I hope the majority of workers in BCB help!)
- 2021-01-06 21:28:54下载
- 积分:1
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SOD_WENO
用5阶weno格式求解sod激波管问题,画出了t=0.14时刻的密度,速度和压力的分布曲线(solve the problem of shock wave in tube by using the 5 order WENO format)
- 2020-12-27 12:49:03下载
- 积分:1
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pscadegrid
一个学习pscad仿真的例程,包含了元件仿真以及fortran语言的运用等。(A learning pscad simulation routines, including the component simulation, and the use of such fortran language.)
- 2013-08-14 21:22:17下载
- 积分:1
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windows_mydraw
小型画图板,实现了简单画图板的一些个别简单的功能。(simple draw)
- 2012-06-18 15:46:27下载
- 积分:1
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Peano-Hilbert
代码是关于Peano-Hilbert曲线算法,属于图形学范畴(Code is on the Peano-Hilbert curve algorithm, belongs to the category Graphics)
- 2015-12-27 11:49:03下载
- 积分:1
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huatushili
几个经典用C#画图的例子,包括正弦和曲线图形,很实用的,在VS2008下运行过(Several classic examples of C# drawing, including sine and curve graphics, very practical, run under the VS2008)
- 2012-05-12 11:12:38下载
- 积分:1
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运用matlab画出瑞利波的频散曲线
在前人工作的基础上对三层层状介质的瑞利波频散曲线进行了正演模拟研究,对假定的几组典型模型参数的频散曲线进行了认真分析。通过分析可知,各频散曲线之间是互不相交的,从而对此问题有了一个更清晰的认识。指出当低速软弱夹层存在时频散曲线的特点,并根据分析结果,说明”之“字形频散曲线的形成机理。(On the basis of previous work, the Rayleigh wave dispersion curves of three layered media are studied by forward simulation, and the dispersion curves of some assumed typical model parameters are carefully analyzed. Through the analysis, we can see that the dispersion curves are not intersected with each other, so we have a clearer understanding of this problem. It is pointed out that the characteristic of time dispersion curve exists in low-speed weak interlayer, and according to the analysis results, the formation mechanism of zigzag dispersion curve is explained.)
- 2018-11-16 21:37:41下载
- 积分:1