多域边界元法在内部结构储罐流体运动中的应用

R. Zhu, Kimio Saito
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引用次数: 7

摘要

本文通过扩展边界元法(BEM),讨论了水箱晃动和内部结构与水接触时的振动问题。边界元法已被广泛应用于求解槽内非线性流体运动和过障势流。然而,当储罐内部结构较薄时,在计算作用于内部结构的压力时,由于板的厚度,基本边界元法会产生数值误差。Nishino等人通过引入薄板边界元法(Thin Plate Boundary Element Method, TPBEM)并对公式进行一些修改,解决了这一问题。本文将基本边界元法扩展为多域边界元法(MDBEM),将整个流体域划分为若干子域。开发了计算机程序,并将其应用于具有内部结构的二维水箱的晃动和水箱内部结构的振动。部分计算结果与已发表的论文进行了比较。结果表明,二者吻合良好,本方法是有效的。
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Multiple Domain Boundary Element Method Applied to Fluid Motions in a Tank with Internal Structure
In this paper, the tank sloshing and the vibration of the internal structure in contact with the water are discussed by extending the Boundary Element Method (BEM). The BEM has been widely used to solve the nonlinear fluid motions in a tank as well as the potential flow past an obstacle. However, when a tank is fitted with the thin internal structure, the basic BEM will give a numerical error due to the thickness of the plate in the evaluation of the pressure acting on the internal structure. Nishino et al. solved this problem by introducing the Thin Plate Boundary Element Method (TPBEM) with some manipulation of the formula.The basic BEM, in this paper, is extended to the Multiple Domain Boundary Element Method (MDBEM) by dividing the whole fluid domain into several sub-domains. The computer program has been developed and applied to the sloshing of two-dimensional (2D) tank with internal structure and also to the vibration of the internal structure in a tank. Some of the computational results are compared with the ones in the published papers. It shows that they agree well each other and the present method is effective.
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