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Optimization of linear and nonlinear sidewall storage units using coupled boundary element-finite element methods

机译:线性和非线性侧壁存储单元的边界元-有限元耦合优化

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In this research, a numerical model is developed for optimization of storage tanks based on sloshing phenomenon. The sloshing of the liquid can increase the dynamic pressure on the partially filled storage tank sidewalls and bottom to endanger its integrity. The coupled boundary element-finite element methods were used to solve the Laplace equation as governing equation and nonlinear free surface boundary conditions. The numerical model is validated against available data. Different sections for the liquid storage tanks such as rectangular tank with different aspect ratios, trapezoidal tanks with linear and nonlinear sidewalls, different sidewall angles and different widths were examined. Finally the best cross sections of storage tank based on minimization of the pressure and forces exerted on the perimeter of the tank due to sloshing phenomenon were suggested. The results showed that using nonlinear sidewalls in storage tank dramatically decreases the sloshing pressure on the perimeter of the tank.
机译:在这项研究中,建立了一个基于晃荡现象的优化储罐数值模型。液体的晃动会增加部分填充的储油罐侧壁和底部的动压,从而危害其完整性。用耦合边界元-有限元方法求解拉普拉斯方程作为控制方程和非线性自由面边界条件。数值模型已针对可用数据进行了验证。检查了液体储存罐的不同截面,例如具有不同长宽比的矩形罐,具有线性和非线性侧壁的梯形罐,不同的侧壁角度和不同的宽度。最后,基于最小化由于晃荡现象而施加在储罐周边的压力和力,提出了最佳的储罐横截面。结果表明,在储罐中使用非线性侧壁可显着降低储罐周边的晃荡压力。

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