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Development of a numerical model for fluid-structure interaction analysis of flow through and around an aquaculture net cage

机译:开发用于水产养殖网箱及其周围水流的流固耦合分析的数值模型

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摘要

In the present work, we developed a numerical model for fluid-structure interaction analysis of flow through and around an aquaculture net cage. The numerical model is based on the coupling between the porous media model and the lumped mass structural model. A novel interface was implemented to ensure efficient data exchange and element mapping between the fluid and structural solver via random-access memory. The main idea is to apply a static mesh in the fluid model, in case that large deformation of the net structure reduces the quality of the mesh. Then the geometry of the net cage was approximated by a set of dynamic porous zones, where the grid cells were updated at every iteration based on the transferred nodal positions from the structural model. A time stepping procedure was introduced, so the solver is applicable in both steady and unsteady conditions. In order to reduce the computational effort, sub-cycling was applied for the structural solver within each time step, based on the quasi-steady state assumption. The numerical model was validated against experiments in both steady and unsteady conditions. In general, the agreement is satisfactory.
机译:在目前的工作中,我们开发了一个数值模型,用于通过水产养殖网箱及其周围流的流固耦合分析。数值模型基于多孔介质模型与集总质量结构模型之间的耦合。实现了一种新颖的界面,以确保通过随机存取存储器在流体和结构求解器之间进行有效的数据交换和元素映射。主要思想是在流体模型中应用静态网格,以防网状结构的大变形降低网格的质量。然后,通过一组动态多孔区域来近似网笼的几何形状,在该网格中,网格的每次迭代都会根据结构模型中转移的节点位置进行更新。引入了时间步长程序,因此该求解器适用于稳定和不稳定条件。为了减少计算量,基于准稳态假设,在每个时间步内将子循环应用于结构求解器。数值模型针对稳态和非稳态条件下的实验进行了验证。总的来说,该协议是令人满意的。

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