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Highly accurate numerical methods for incompressible 3D fluid flows on parallel architectures

机译:对并行架构的不可压缩3D流体的高度准确的数值方法

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We consider an approach to efficient parallel implementation of the high order Control Volume Pade-type Differences(CAPD) applied to spatial time-dependent flow in the mixing tanks.This numerical technology allows to obtain very high quality solutions ion the block-structured curvilinear grids with sliding grid capability.In some sense it combines the flexibility of the finite volume methods with the accuracy of the spectral methods.However,the payoff for the high accuracy is that the parallel implementation issues become more complicated as compared to conventional low order approximation methods.
机译:我们考虑一种有效的平行实施方法,其高阶控制体积梯型差异(CAPD)应用于混合槽中的空间时间依赖流动。该数值技术允许获得非常高质量的解决方案离子块结构的曲线网格具有滑动网格能力。在某种意义上,它结合了有限卷方法的灵活性,以谱方法的准确性。但是,高精度的回报是,与传统的低阶近似方法相比,平行实施问题变得更加复杂。

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