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Numerical Simulation of Flows over Moving Bodies of Complex Shapes Using Immersed Boundary Method on Unstructured Meshes

机译:非结构网格上浸入边界法数值模拟复杂形状运动体上的流动

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The method for numerical simulation of flows over moving solid bodies of complex shapes on unstructured meshes is presented. The mathematical model is based on the compressible Navier-Stokes equations. The immersed boundary penalty method, namely the Brinkman penalization method, is used to mimic the influence of the solid on the flow. This method provides a possibility to operate in simply connected domains covering the streamlined bodies and, therefore, does not require a traditional 'body-fitted' mesh. The relaxation source terms (i.e. penalty functions) are added to the governing equations, to provide the required boundary condition on the fluid-solid interface. The original level set technique of tracking the moving solid boundary over the computational domain is developed. The results of numerical simulation of flow over pitching and plunging airfoil demonstrate the efficiency of the method.
机译:提出了非结构网格上复杂形状运动固体流动的数值模拟方法。数学模型基于可压缩的Navier-Stokes方程。浸入边界罚分法,即布林克曼罚分法,用于模拟固体对流动的影响。这种方法提供了在覆盖流线型物体的简单连接区域中操作的可能性,因此不需要传统的“适合人体的”网格。将松弛源项(即罚函数)添加到控制方程中,以在流固界面上提供所需的边界条件。发展了在计算域上跟踪移动的固体边界的原始水平集技术。俯仰和俯冲翼型流动的数值模拟结果证明了该方法的有效性。

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