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On overset interpolation strategies and conservation on unstructured grids in OpenFOAM

机译:论OpenFoam非结构化网格的监督插值策略与保护

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In this paper, the effects of interpolation methodology on the accuracy of computed solutions are discussed in the context of unstructured overset grids. An in-house implementation of the overset method for OpenFOAM, OPERA (Chandar, 2015; Chandar et al., 2015) has been used. Several verification and validation studies reported previously used a simple interpolation technique such as inverse distance weighting and this was found to be adequate for prediction of forces. For closed problems however, the force history is plagued with unphysical oscillations. Also, a quantitative assessment of interpolation errors is lacking. The current work aims to understand the effects of interpolation error on conservation and how this error can be minimized by enforcing flux correction and/or better interpolation techniques. Apart from enforcing conservation, the pressure equation needs to be adjusted as well in an implicit manner to guarantee the transfer of fluxes correctly between overlapping regions. Importance of conservation and higher order interpolation are also discussed in the context of multiphase flows. (C) 2019 Elsevier B.V. All rights reserved.
机译:本文在非结构化推销网格的背景下讨论了内插方法对计算解决方案准确性的影响。已经使用了OpenFoam的监督方法的内部实施(Chandar,2015; Chandar等,2015)已​​经使用过。报告先前使用的若干验证和验证研究使用了诸如逆距离加权的简单插值技术,并且发现这是足以预测力的适当。然而,对于封闭的问题,力历史具有不良振荡的困扰。此外,缺乏对插值误差的定量评估。目前的工作旨在了解插值误差对节约的影响以及如何通过强制校正和/或更好的插值技术来最小化该错误。除了实施保护之外,还需要通过隐式方式调整压力方程,以确保在重叠区域之间正确地转移助焊剂。在多相流的背景下还讨论了保护和更高阶插值的重要性。 (c)2019年Elsevier B.V.保留所有权利。

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