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首页> 外文期刊>Latin American Journal of Solids and Structures >Time-Domain Three Dimensional BE-FE Method for Transient Response of Floating Structures Under Unsteady Loads
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Time-Domain Three Dimensional BE-FE Method for Transient Response of Floating Structures Under Unsteady Loads

机译:非定常载荷作用下浮体结构瞬态响应的时域三维BE-FE方法

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Abstract This paper presents a direct time-domain three dimensional (3D) numerical procedure to simulate the transient response of very large floating structures (VLFS) subjected to unsteady external loads as well as moving mass. The proposed procedure employs the Boundary Element and Finite Element methods (FEM-BEM). The floating structure and the surrounding fluid are discretized by 4-node isoparametric finite elements (FE) and by 4-node constant boundary elements (BE), respectively. Structural analysis is based on Mindlin's plate theory. The equation of motion is constructed taking into account the effect of inertia loading due to the moving mass. In order to obtain the hydrodynamic forces (added mass and radiation damping), the coupled natural frequencies are first obtained by an iterative method, since hydrodynamic forces become frequency-dependent. Then the Newark integration method is employed to solve the equation of motion for structural system. In order to prove the validity of the present method, a FORTRAN program is developed and numerical examples are carried out to compare its results with those of published experimental results of a scale model of VLFS under a weight drop and airplane landing and takeoff in still water condition. The comparisons show very good agreement.
机译:摘要本文提出了一种直接时域三维(3D)数值程序,用于模拟非常大的浮动结构(VLFS)在不稳定的外部载荷以及运动质量作用下的瞬态响应。建议的过程采用边界元和有限元方法(FEM-BEM)。浮动结构和周围流体分别通过4节点等参有限元(FE)和4节点常数边界元(BE)离散化。结构分析基于Mindlin的板理论。构造运动方程时要考虑到由于运动质量而引起的惯性负载的影响。为了获得流体动力(附加的质量和辐射阻尼),首先要通过迭代方法获得耦合的固有频率,因为流体动力变得与频率有关。然后采用Newark积分方法求解结构系统的运动方程。为了证明本方法的有效性,开发了一个FORTRAN程序,并通过数值算例将其结果与已发表的VLFS比例模型在失水,飞机降落和起飞在静止水中的实验结果进行比较。健康)状况。比较显示出很好的一致性。

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