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A least squares based meshfree technique for the numerical solution of the flow of viscoelastic fluids: A node enrichment strategy

机译:基于最小二乘法的粘弹性流体流动数值解的无网格技术:节点富集策略

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A fully implicit least-squares-based meshfree method is used to solve the governing equations of viscoelastic fluid flow. Here, pressure is connected to the continuity equation by an artificial compressibility technique. A radial point interpolation method is used to construct the meshfree shape functions. The method is used to solve two benchmark problems. Thanks to the flexibility of meshfree methods in domain discretization, a simple node enrichment strategy is used to discrete the problem domain more purposefully. It is shown that the introduced enrichment process have a positive effect on the accuracy of the results.
机译:基于完全隐式最小二乘法的无网格方法用于求解粘弹性流体流动的控制方程。在此,通过人工压缩技术将压力与连续性方程式联系起来。使用径向点插值方法构造无网格形状函数。该方法用于解决两个基准问题。由于无网格方法在域离散化方面的灵活性,因此使用了一种简单的节点丰富策略,可以更有目的地使问题域离散。结果表明,引入的富集过程对结果的准确性有积极的影响。

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