拉普拉斯方程matlab代码-drop-simulator:使用Matlab计算液滴在表面上的附着力。与论文Liimatainen等相关。“在

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拉普拉斯方程数学代码跌落模拟器 该存储库包含与本文相关的代码: Liimatainen等。 “在生物和合成憎水表面上绘制微尺度的润湿变化”,《自然通讯》 (2017年),1798年。 doi:10.1038 / s41467-017-01510-7 请参考该论文引用代码。 它是什么? 该存储库包含用于计算两个表面之间的液滴的粘附力的代码。 解决的问题是轴对称(2D)。 液滴满足Young-Laplace方程。 降落的体积和边界条件也应该是已知的。 该力是拉普拉斯项和毛细管项的总和。 使用射击方法解决了边值问题。 有关所有详细信息,请参见本文的补充说明。 该代码使用Matlab R2016b编写并经过测试,并使用Simulink和Parallel计算工具箱。 如果需要,可以通过用for循环替换所有parfor循环,非常轻松地消除对并行计算工具箱的依赖,但代价是代码的运行速度严重降低。 Simulink是solveIVP.m代码不可或缺的一部分,但应该可以仅使用ode45来实现相同的行为。 如何从纸上重新创建数字 从下载代码 运行脚本(代码需要对/output目录的

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