首页> 外文会议>ASME international mechanical engineering congress and exposition >VIBRATION ANALYSIS OF A HORIZONTAL PARTIALLY FLUID-FILLED CYLINDRICAL SHELL CONSIDERING SLOSHING EFFECT OF FREE SURFACE
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VIBRATION ANALYSIS OF A HORIZONTAL PARTIALLY FLUID-FILLED CYLINDRICAL SHELL CONSIDERING SLOSHING EFFECT OF FREE SURFACE

机译:考虑自由表面晃荡效应的水平部分充填圆柱壳的振动分析

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The free and forced vibrations of a horizontal partially fluid-filled cylindrical shell with sloshing effect are studied based on the finite element method. The structure and inner fluid taking into account the sloshing effect of the free surface are simulated by the shell and acoustic elements respectively. The natural frequencies of sloshing fluid and shell structure are calculated simultaneously by the FEM. To verify the accuracy of the results, the shell's natural frequencies are compared with published results. The effects of the structural parameters and fluid depth on the vibration of the coupled system are discussed. The natural frequencies of a sloshing fluid can be divided into low-frequency and high-frequency part, and the low-frequency part refers to the pressure fluctuation caused by the sloshing of the free surface, while the high-frequency part corresponds to the pressure fluctuation of the particles below the free surface. The thinner the shell thickness is, the lower the sloshing frequency of free surface and coupled modal frequency of the shell are. With the increase of the liquid depth, the natural sloshing frequency of the free surface increases slightly while the coupled modal frequency of the shell decreases. The impact of the free surface effect on the coupled vibration cannot be omitted when the shell's natural frequencies are close to the sloshing frequencies.
机译:基于有限元方法研究了具有晃动效果的水平部分流体填充圆柱形壳的自由和强制振动。考虑到自由表面的晃动效果的结构和内部流体分别由壳体和声学元件模拟。通过FEM同时计算晃动液体和壳结构的固有频率。为了验证结果的准确性,将Shell的自然频率与已发表的结果进行比较。讨论了结构参数和流体深度对耦合系统的振动的影响。晃动流体的自然频率可以分为低频和高频部分,低频部分是指由自由表面的晃动引起的压力波动,而高频部分对应于压力自由表面下方的颗粒的波动。壳体厚度较薄,自由表面的晃动频率越低,壳体的耦合模频频率是。随着液体深度的增加,自由表面的自然晃动频率略微增加,而壳体的耦合模态频率降低。当壳体的自然频率接近晃动频率时,不能省略自由表面效果对耦合振动的影响。

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