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FLUX-DIFFERENCE SPLITTING SCHEME FOR GRAVITY CURRENTS

机译:重力流的磁通差分裂方案

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Flux-difference splitting scheme is implemented on the shallow water and mass conservation equations with modified acceleration due to gravity to simulate evolution of gravity currents. The shallow water and mass conservation equations are solved separately. A front condition is enforced using available empirical relationships. The numerical model is applied to simulate the motion of the gravity currents, made of saline water of varying concentration or a water particle mixture, that were observed experimentally. The front velocity and front height are compared with experimental data. The longitudinal profiles of the gravity currents are also presented. Conclusions are drawn regarding the applicability and accuracy of shallow water equations solved by flux difference splitting scheme for simulating evolution of gravity currents.
机译:在浅水和质量守恒方程上实现了通量差分裂方案,并在重力作用下修改了加速度,以模拟重力流的演变。浅水和质量守恒方程是分别求解的。使用可用的经验关系强制实施最前面的条件。该数值模型被用于模拟重力流的运动,该重力流是由实验观察到的由浓度不同的盐水或水颗粒混合物组成的。将前速度和前高度与实验数据进行比较。还显示了重力流的纵向轮廓。得出了通过通量差分裂方案求解的模拟重力流的浅水方程的适用性和准确性的结论。

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