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Numerical simulation of liquid sloshing in a partially filled container with inclusion of compressibility effects

机译:包含可压缩性效应的部分填充容器中液体晃荡的数值模拟

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A numerical scheme Of study is developed to model compressible two-fluid flows simulating liquid sloshing in a partially filled tank For a two-fluid system separated by all interface as in the case of Sloshing, not only I Mach-uniform scheme is required but also all effective way to eliminate Unphysical numerical oscillations near the interface By introducing a preconditioner. the governing equations expressed in terms of primitive variables are solved for both fluids (I e water, air, gas, etc) ill a unified manner. In order to keep the interface sharp and to eliminate unphysical numerical oscillations in unsteady fluid flows, the nonconservative implicit split coefficient matrix method is modified to Construct 11 flux-difference splitting scheme in the dual-time formulation The proposed numerical model is evaluated by comparisons between numerical results and measured data for sloshing In all 80% filled rectangular lank excited at resonance frequency Through similar comparisons. the Investigation is further extended by examining sloshing flows excited by forced sway motions in two different rectangular tanks with 20% and 83% filling ratios These examples demonstrate that the proposed method is suitable to capture induced free Surface waves and to evaluate sloshing pressure loads acting, on the tank walls and ceiling.
机译:研究了一种数值方案,以模拟可部分压缩的储罐中的液体晃动的可压缩两流体流动。对于像Sloshing那样由所有界面分隔开的两流体系统,不仅需要I马赫均匀方案,而且还需要通过引入预处理器,消除界面附近非物理数值振荡的所有有效方法。用原始变量表示的控制方程以统一的方式求解了两种流体(即水,空气,气体等)。为了保持界面的尖锐性并消除非稳态流体中的非物理数值振荡,修改了非保守隐式分裂系数矩阵方法,构造了双重时间公式中的11个通量-差分分裂方案。数值结果和实测数据在共振频率下激发的所有80%填充矩形块中都发生晃荡通过类似的比较。通过在两个填充率分别为20%和83%的两个不同的矩形罐中检查由强制摇摆运动激发的晃荡流,进一步扩大了研究范围。这些示例表明,该方法适用于捕获感应的自由表面波并评估晃荡的压力载荷,在坦克的墙壁和天花板上。

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