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Computation of free-surface flows and fluid–object interactions with the CIP method based on adaptive meshless soroban grids

机译:基于自适应无网格Soroban网格的CIP方法计算自由表面流和流体-物体之间的相互作用

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摘要

The CIP Method [J comput phys 61:261–268 1985; J comput phys 70:355–372, 1987; Comput phys commun 66:219–232 1991; J comput phys 169:556–593, 2001] and adaptive Soroban grid [J comput phys 194:57–77, 2004] are combined for computation of three- dimensional fluid–object and fluid–structure interactions, while maintaining high-order accuracy. For the robust computation of free-surface and multi-fluid flows, we adopt the CCUP method [Phys Soc Japan J 60:2105–2108 1991]. In most of the earlier computations, the CCUP method was used with a staggered-grid approach. Here, because of the meshless nature of the Soroban grid, we use the CCUP method with a collocated-grid approach. We propose an algorithm that is stable, robust and accurate even with such collocated grids. By adopting the CIP interpolation, the accuracy is largely enhanced compared to linear interpolation. Although this grid system is unstructured, it still has a very simple data structure.
机译:CIP方法[J comput phys 61:261–268 1985; J Comput phys 70:355-372,1987; 1991年,计算机科学杂志66:219-232; J comput phys 169:556–593,2001]和自适应Soroban网格[J comput phys 194:57-77,2004]结合在一起用于三维流体-物体和流体-结构相互作用的计算,同时保持高阶精度。为了可靠地计算自由表面和多流体流动,我们采用CCUP方法[Phys Soc Japan J 60:2105-2108 1991]。在大多数早期计算中,CCUP方法与交错网格方法一起使用。在这里,由于Soroban网格的无网格性质,我们将CCUP方法与并置网格方法结合使用。我们提出了即使在这样的并置网格下也稳定,鲁棒和准确的算法。通过采用CIP插值,与线性插值相比,精度大大提高。尽管此网格系统是非结构化的,但它仍然具有非常简单的数据结构。

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  • 来源
    《Computational Mechanics》 |2007年第1期|167-183|共17页
  • 作者单位

    National Maritime Research Institute 6-38-1 Shinkawa Mitaka-shi Tokyo 181-0004 Japan;

    Tokyo Institute of Technology O-okayama Meguro Tokyo 152-8552 Japan;

    Tokyo Institute of Technology O-okayama Meguro Tokyo 152-8552 Japan;

    Mechanical Engineering Rice University MS 321 Houston Texas 77005 USA;

    Tohoku Electric Power Company Inc Sendai 981-0952 Japan;

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