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Accuracy and stability analysis of the modified Lax numerical method in solving the sea waves refraction equation

机译:求解海波折射方程修改宽松数值方法的准确性和稳定性分析

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We analyse the accuracy and stability of the modified Lax numerical method used in solving the two dimensional sea waves refraction equation. The refraction phenomenon on the beach was observed by the fact that waves hit the shore line in perpendicular way. Angles of the incoming waves from offshore keep changing due to the smaller depth of water, and therefore become important to be determined. The accuracy was evaluated by means of the Taylor series expansion and the stability was analysed by the Von Neumann method. The analysis showed that the method is stable for a certain interval although it is only first order accurate.
机译:我们分析了求解二维海波折射方程的改进宽松数值方法的准确性和稳定性。通过垂直方式击中岸线的事实,观察到海滩上的折射现象。由于水深较小的海上,从海上的进入波的角度保持变化,因此必须确定重要。通过泰勒序列的膨胀评价的精度,并且通过von Neumann方法分析了稳定性。分析表明,该方法对于特定间隔稳定,尽管它只是第一阶精确的顺序。

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