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Numerical Simulation of Liquid Sloshing Problem under Resonant Excitation

机译:共振条件下液体晃荡问题的数值模拟

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Numerical simulations were conducted to investigate the fluid resonance in partially filled rectangular tank based on the OpenFOAM package of viscous fluid model. The numerical model was validated by the available theoretical, numerical, and experimental data. The study was mainly focused on the large amplitude sloshing motion and the corresponding impact force around the resonant condition. It was found that, for the 2D situation, the double pressure peaks happened near to the side walls around the still water level. And they were corresponding to the local free surface rising up and set-down, respectively. The impulsive loads on the tank corner with extreme magnitudes were observed as the free surface impacted the ceiling. The 3D numerical results showed that the free surface amplitudes along the side walls varied diversely, depending on the direction and frequency of the external excitation. The characteristics of the pressure around the still water level and tank ceiling were also presented. According to the computational results, it was found that the 2D numerical model can predict the impact loads near the still water level as accurately as 3D model. However, the impulsive pressure near the tank ceiling corner was remarkably underestimated.
机译:基于粘性流体模型的OpenFOAM软件包,进行了数值模拟,以研究部分填充矩形罐中的流体共振。通过可用的理论,数值和实验数据验证了数值模型。该研究主要集中在大振幅晃动运动和共振条件附近的相应冲击力上。发现在二维情况下,双压力峰值发生在静止水位附近的侧壁附近。它们分别对应于局部自由表面上升和下降。当自由表面撞击天花板时,观察到了油箱角上的冲击载荷具有极大的幅度。 3D数值结果表明,沿侧壁的自由表面振幅根据外部激励的方向和频率而变化多样。还介绍了静止水位和罐顶周围压力的特征。根据计算结果,发现2D数值模型可以像3D模型一样准确地预测静水位附近的冲击载荷。但是,储罐顶角附近的脉冲压力明显被低估了。

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