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Evaluating the implementation of shallow water equations within numerical models focusing the propagation of dambreak waves

机译:评估数值模型中浅水方程的实现,重点变形波浪传播

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Pecifically flow conditions during the initial stage of a dambreak wave differ from shallow water equations (SWE), which are usually applied as the basic physical equations in numerical simulations on dambreak waves. To quantify the deviation of shallow water equations from the actual dambreak wave's propagation, experiments are conducted using a High-Speed-Measuring-System providing frequencies up to 4500 frames/sec. In particular front positions and front velocities are observed from the digital recordings. Since it has been shown that varying numerical methods can cause different computational results, numerical test series have also been carried out considering a finite element and a finite volume approach as well as different resolutions in time and space. Comparison of numerical and experimental results, in particular front velocities, underline that shallow water equations have to be adapted towards a more accurate physical approach.
机译:在破坏波的初始阶段期间的缺陷流动条件与浅水方程(SWE)不同,这通常被用作损坏波上数值模拟中的基本物理方程。为了量化浅水方程从实际的破坏波的传播中的偏差,使用高速测量系统进行实验,提供高达4500帧/秒的频率。特别是从数字录像中观察到的前位置和前速度。由于已经表明,不同的数值方法可以引起不同的计算结果,因此还考虑了有限元和有限体积方法以及时间和空间的不同分辨率来进行数值测试系列。数值和实验结果的比较,特别是前速度,下划线的浅水方程必须适应更准确的物理方法。

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