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首页> 外文期刊>Advances in Engineering Software >A sub-cell spectral-element simulator for 2D rigid-body-fluid interaction problems
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A sub-cell spectral-element simulator for 2D rigid-body-fluid interaction problems

机译:用于二维刚体-流体相互作用问题的子细胞谱元素模拟器

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In this work, we propose an immersed-boundary-type simulation method for the two-way coupling problems between a rigid body and a fluid. In this simulation tool, the entire fluid-solid domain is treated as an incompressible fluid with non-uniform density and the no-slip boundary condition at the rigid body surface is enforced by the penalization method. The fluid solver is developed in use of the spectral element method for the spatial discretization and the mixed explicit/implicit scheme for the temporal discretization. An additional Lagrangian mesh is employed and attached to the rigid body in order to trace the rigid body and to perform the area integration over the solid domain. Besides, a so-called sub-cell scheme is developed to smooth the discontinuity at the fluid-solid interface. The validity and accuracy of the proposed simulation method were examined well by applying it to the sedimentation problems of circular, triangular, square, as well as elliptic cylinders in a channel. An accuracy of 2nd order was observed, probably due to the use of triangular Lagrangian elements and consequently a piecewise-linear approximation of the rigid body shape and also due to the 2nd-order interpolation involved in the sub-cell scheme.
机译:在这项工作中,我们针对刚体与流体之间的双向耦合问题提出了一种浸入边界类型的仿真方法。在该仿真工具中,整个流体-固相域被视为密度不均匀的不可压缩流体,并且通过惩罚方法强制了刚体表面的防滑边界条件。流体求解器是使用频谱元素方法进行空间离散化而使用混合显式/隐式方案进行时间离散化而开发的。使用一个附加的拉格朗日网格并将其连接到刚体,以便追踪刚体并在实体区域上执行面积积分。此外,还开发了一种所谓的子单元方案来平滑流固界面处的不连续性。通过将其应用于通道中的圆形,三角形,正方形以及椭圆形圆柱体的沉降问题,很好地检验了所提模拟方法的有效性和准确性。观察到2阶精度,这可能是由于使用了三角拉格朗日元素,因此,刚体形状的分段线性近似,也归因于子像元方案中涉及的2阶插值。

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