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Numerical Modelling of Fluid-structure Interactions for Floating Wind Turbine Foundations

机译:浮式风力发电机基础流固耦合的数值模拟

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The aim of this study is to model the interactions between fluids andsolids using fully nonlinear models. Non-linearity is important in thecontext of floating wind turbines, for example, to model breakingwaves impacting on the structure and the effect of the solid’s elasticity.In this work, the fluid- and solid-dynamics equations are solved usingseparate finite-element models, which are coupled at every time step.This enables the mutual interactions between fluids and moving solidsto be modelled. Importantly, the coupling algorithm ensures that theaction-reaction principle is satisfied at a discrete level, independently ofthe order of representation of the discrete fields in each model. To theauthors’ knowledge, the present algorithm is novel in that it cansimultaneously handle (ⅰ) non-matching fluid and solid meshes, (ⅱ)different polynomial orders of the basis functions on each mesh, and(ⅲ) different fluid and solid time steps. Results are shown for: (ⅰ) abottom-mounted pile subjected to small-amplitude waves in anumerical wave tank, and (ⅱ) a truncated pile floating at an interfacebetween air and water.
机译:这项研究的目的是模拟流体与流体之间的相互作用。 实体使用完全非线性模型。非线性在 浮动风力涡轮机的环境,例如,为破坏建模 波浪会影响实体的结构和弹性的效果。 在这项工作中,流体动力学和固体动力学方程使用以下公式求解 单独的有限元模型,它们在每个时间步都耦合在一起。 这使得流体和运动的固体之间可以相互相互作用。 进行建模。重要的是,耦合算法可确保 行为-反应原理在离散级别得到满足,独立于 每个模型中离散字段的表示顺序。到 作者的知识,本算法是新颖的,因为它可以 同时处理(ⅰ)不匹配的流体和实体网格(ⅱ) 每个网格上基础函数的不同多项式阶数,以及 (ⅲ)不同的流体和固体时间步长。结果显示为:(ⅰ)a 底部安装桩在一个小振幅波的作用下 数值波箱,以及(ⅱ)漂浮在界面处的截短的桩 在空气和水之间。

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