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COUPLED BEM AND FEM ANALYSIS OF FLUID-STRUCTURE INTERACTION IN DUAL COMPARTMENT TANKS

机译:双隔室罐中流体结构相互作用的耦合BEM和有限元分析

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The paper presents a fluid-structure interaction analysis of fuel tanks with cylindrical and spherical compartments partially filled with a liquid. The compound shell of revolution is considered as a container model. The shell is supposed to be thin, so the Kirchhoff-Love linear theory hypotheses are applied. The liquid is an ideal and incompressible one. Its properties and filling levels may be different within each compartment. The shell vibrations coupled with liquid sloshing under the force of gravity have been considered. The tank structure is modelled by a finite element method, whereas liquid sloshing in the compartments is described by a boundary element method. A system of singular integral equations is obtained for evaluating the fluid pressure. At the first stage, both spherical and cylindrical fluid-filled unconnected rigid shells are considered. Different filling levels as well as small radii of free surfaces are taken into account in problems of liquid sloshing in spherical shells. The sloshing frequencies in the presence of complete or partially covered free surfaces are determined for cylindrical shells. The boundary element method has proven to be effective and accurate in all the problems considered. At the second stage, the natural frequencies and modes of the dual compartment tank are obtained including sloshing, elasticity, and gravity effects.
机译:本文介绍了燃料箱的流体结构相互作用分析,其具有部分地填充有液体的圆柱形和球形隔室。旋转的复合壳被认为是容器模型。壳被认为是薄的,所以Kirchhoff-Love线性理论假设应用。液体是一种理想和不可压缩的。其性质和填充水平可能在每个隔间内不同。考虑了在重力的力下与液体晃动联接的壳振动。罐结构通过有限元方法进行建模,而间隔内的液体晃动由边界元件方法描述。获得奇异整体方程系统,用于评估流体压力。在第一阶段,考虑球形和圆柱形的流体填充的未连接的刚性壳。在球形壳中的液体晃动问题中考虑了不同的填充水平以及小径的​​自由表面的半径。确定完整或部分覆盖的自由表面存在的晃动频率用于圆柱形壳体。在考虑的所有问题中证明了边界元方法是有效和准确的。在第二阶段,获得双隔室罐的自然频率和模式,包括晃动,弹性和重力效应。

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