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Nonlinear Responses of Sloshing in Square Tanks Subjected to Horizontal Random Ground Excitation

机译:水平随机地面激励下方形坦克晃荡的非线性响应

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摘要

Nonlinear responses of the predominant two sloshing modes in a square tank have been investigated when the tank is subjected to horizontal, narrow-band random ground excitation. Galerkin’s method is applied to derive the modal equations of motion for nonlinear sloshing. Then the Monte Carlo simulation is used to calculate the mean square responses of these two modes. These to modes are nonlinearly coupled with each other, known as ‘autoparametric interaction’. The responses differ significantly from those of the corresponding linear model, depending on the characteristics of the narrow-band ground excitation such as the bandwidth, center frequency and the intensity. In addition, it is found that the direction of the excitation is a significant factor in predicting the mean square responses.
机译:研究了方形水箱在水平,窄带随机地面激励下的主要两种晃动模式的非线性响应。 Galerkin方法被用于导出非线性晃荡的运动模态方程。然后使用蒙特卡洛模拟来计算这两种模式的均方响应。这些模式之间相互非线性耦合,称为“自动参数交互”。根据窄带地面激励的特性(例如带宽,中心频率和强度),响应与相应的线性模型的响应明显不同。另外,发现激励的方向是预测均方响应的重要因素。

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