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Cartesian mesh with a novel hybrid WENO/meshless method for turbulent flow calculations

机译:笛卡尔网格与一种新颖的混合WENO /无网格方法进行湍流计算

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In this paper we explore a new hybrid method for the near-wall treatment of turbulent flow computation with Cartesian mesh. Cloud of points are generated to resolve the boundary layer and they are generated along wall-normal directions. Special attention is paid at the treatment of singular point for the use of current method for complex geometry. Multiple marching directions are defined for enough resolution and smooth transition between near-wall and off-wall solvers. These points demonstrate one dimensional structure in the wall-normal direction and it offers the opportunity of improved accuracy. By exploring this property, a hybrid methodology combines high order scheme in the wall-normal direction and meshless method in the streamwise direction is proposed. Also a hybrid LU-SGS/line-implicit time integration method is developed based on this property. The use of high order scheme for the wall-normal flow derivative significantly improves the overall accuracy, especially in the area with curved solid surface. The current hybrid method is verified using Method of Manufactured Solution (MMS) and a series of turbulent test cases. Results indicate good agreement with available experimental values and improved predictions and robustness compared to the meshless method.
机译:在本文中,我们探索了一种新的混合方法,用笛卡尔网格对近壁处理湍流计算。生成点云以解析边界层,并且它们沿壁法线方向生成。对于当前点的复杂几何体的使用,在奇异点的处理上要特别注意。定义了多个行进方向,以实现足够的分辨率和近壁和壁外求解器之间的平滑过渡。这些点表明了在壁法线方向上的一维结构,并提供了提高精度的机会。通过探索这一特性,提出了一种混合方法,将壁法线方向的高阶方案与流向的无网格方法相结合。基于此特性,还开发了混合LU-SGS /线隐式时间积分方法。对于壁法向流动导数,使用高阶方案可以显着提高整体精度,尤其是在具有弯曲固体表面的区域。使用制造溶液方法(MMS)和一系列湍流测试案例验证了当前的混合方法。结果表明,与无网格方法相比,该方法与可用的实验值具有很好的一致性,并且改善了预测和鲁棒性。

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