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Computation of head-disk interface gap micro flowfields using DSMC and continuum-atomistic hybrid methods

机译:使用DSMC和连续原子混合方法计算磁头-磁盘界面间隙微流场

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This paper discusses computational modeling of micro flow in the head-disk interface (HDI) gap using the direct simulation Monte Carlo (DSMC) method. Modeling considerations are discussed in detail both for a stand-alone DSMC computation and for the case of a hybrid continuum-atomistic simulation that couples the Navier-Stokes (NS) equation to a DSMC solver. The impact of the number of particles and number of cells on the accuracy of a DSMC simulation of the HDI gap is investigated both for two- and three-dimensional configurations. An appropriate implicit boundary treatment method for modeling inflow and outflow boundaries is used in this work for a three-dimensional DSMC micro flow simulation. As the flow outside the slider is in the continuum regime, a hybrid continuum-atomistic method based on the Schwarz alternating method is used to couple the DSMC model in the slider bearing region to the flow outside the slider modeled by NS equation. Schwarz coupling is done in two dimensions by taking overlap regions along two directions and the Chapman-Enskog distribution is employed for imposing the boundary condition from the continuum region to the DSMC region. Converged hybrid flow solutions are obtained in about five iterations and the hybrid DSMC-NS solutions show good agreement with the exact solutions in the entire domain considered. An investigation on the impact of the size of the overlap region on the convergence behavior of the Schwarz method indicates that the hybrid coupling by the Schwarz method is weakly dependent on the size of the overlap region. However, the use of a finite overlap region will facilitate the exchange of boundary conditions as the hybrid solution has been found to diverge in the absence of an overlap region for coupling the two models.
机译:本文讨论了使用直接模拟蒙特卡洛(DSMC)方法对磁头-磁盘界面(HDI)间隙中的微流进行计算的建模。对于单独的DSMC计算以及将Navier-Stokes(NS)方程耦合到DSMC求解器的混合连续体原子仿真的情况,都详细讨论了建模注意事项。对于二维和三维配置,都研究了粒子数量和单元数量对HDI间隙DSMC模拟精度的影响。在这项工作中,为三维DSMC微流模拟使用了一种合适的隐式边界处理方法来建模流入和流出边界。由于滑块外部的流动处于连续状态,因此使用基于Schwarz交替法的混合连续原子方法将滑块轴承区域中的DSMC模型耦合到通过NS方程建模的滑块外部流动。 Schwarz耦合通过沿两个方向获取重叠区域在二维上完成,并且使用Chapman-Enskog分布强加从连续区域到DSMC区域的边界条件。在大约五次迭代中获得了融合的混合流解决方案,并且混合DSMC-NS解决方案与所考虑的整个域中的精确解决方案具有很好的一致性。对重叠区域的大小对Schwarz方法的收敛行为的影响的研究表明,通过Schwarz方法进行的混合耦合几乎不依赖于重叠区域的大小。但是,使用有限的重叠区域将有利于边界条件的交换,因为已经发现混合解决方案在不存在用于耦合两个模型的重叠区域的情况下会发散。

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