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Experimental and numerical analysis of flow instabilities in rectangular shallow basins

机译:矩形浅盆地流动不稳定性的实验和数值分析

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Free surface flows in several shallow rectangular basins have been analyzed experimentally, numerically and theoretically. Different geometries, characterized by different widths and lengths, are considered as well as different hydraulic conditions. First, the results of a series of experimental tests are briefly depicted. They reveal that, under clearly identified hydraulic and geometrical conditions, the flow pattern is found to become non-symmetric, in spite of the symmetrical inflow conditions, outflow conditions and geometry of the basin. This non-symmetric motion results from the growth of small disturbances actually present in the experimental initial and boundary conditions. Second, numerical simulations are conducted based on a depth-averaged approach and a finite volume scheme. The simulation results reproduce the global pattern of the flow observed experimentally and succeed in predicting the stability or instability of a symmetric flow pattern for all tested configurations. Finally, an analytical study provides mathematical insights into the conditions under which the symmetric flow pattern becomes unstable and clarifies the governing physical processes.
机译:对几个浅矩形盆地的自由表面流进行了实验,数值和理论分析。考虑到以不同宽度和长度为特征的不同几何形状以及不同的液压条件。首先,简要描述了一系列实验测试的结果。他们发现,在明确确定的水力和几何条件下,尽管流域的对称流入条件,流出条件和几何形状呈对称状态,但流态仍不对称。这种非对称运动是由实验性初始条件和边界条件中实际存在的小干扰的增长导致的。其次,基于深度平均方法和有限体积方案进行数值模拟。仿真结果重现了实验观察到的整体流动模式,并成功地预测了所有测试配置的对称流动模式的稳定性或不稳定性。最后,分析研究提供了关于对称流型变得不稳定的条件的数学见解,并阐明了控制物理过程。

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