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Liquid vibrations in circular cylindrical tanks with and without baffles under horizontal and vertical excitations

机译:圆柱形罐中的液体振动,水平和垂直激励下的圆柱形罐

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摘要

The paper is devoted to issues of numerical simulation of free surface elevations in rigid circular cylindrical fluid-filled tanks under external vertical and horizontal loadings with usage boundary element methods. The liquid in reservoirs is assumed to be ideal and incompressible, and its flow is irrotational. The influence of horizontal and vertical baffle installation is considered and damping effects due baffles are estimated. The influence of elasticity effects is considered. Free, forced and parametrical vibrations are examined. Modes of the free liquid vibrations present basic functions for analysis of forced and parametric vibrations. The modes and frequencies of the free liquid vibrations in baffled and un-baffled circular cylindrical tanks are received by using single-and multi-domain boundary element methods. The new effective procedure is developed for numerical solution of resolving system of singular integral equations. The problems of forced vibrations are reduced to solving the systems of second order ordinary differential equations. For parametric vibrations the system of Mathieu equations with non-zero right-hand parts is obtained. The numerical simulation of different kinds of loadings and baffle configurations is accomplished. The instability conditions of the fluid-filled tank subjected to both horizontal and vertical excitations are considered.
机译:本文在外部垂直和水平载荷下的刚性圆形圆柱形流体填充罐中的自由表面升高的数值模拟问题,利用使用边界元件方法。储存器中的液体被认为是理想和不可压缩的,并且其流动是无关的。考虑水平和垂直挡板安装的影响,估计了挡板的阻尼效果。考虑弹性效应的影响。检查自由,强制和参数振动。自由液振动的模式目前用于分析强制和参数振动的基本功能。通过使用单域和多域边界元件方法接收挡板和未挡板的圆柱形罐中的自由液振动的模式和频率。开发了新的有效程序,用于奇异积分方程的解析系统的数值解。强制振动的问题减少到求解二阶常微分方程的系统。对于参数振动,获得了具有非零右部件的Mathieu方程系统。完成了不同种类的载荷和挡板配置的数值模拟。考虑经过水平和垂直激发的流体填充罐的不稳定性条件。

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