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A numerical study of the saturation process in an open cavity flow

机译:开孔流饱和过程的数值研究

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A numerical study of the saturation process inside a rectangular open cavity is presented. Previous experiments and linear stability analysis of the problem completely described the flow in a saturated regime, characterized by three-dimensional centrifugal modes. The morphology of the modes found in the experiments matched the ones predicted by linear analysis, but with a shift in frequencies for the oscillating modes. A three-dimensional Direct Numerical Simulation (DNS) is employed for a detailed investigation of the saturation process inside a cavity with dimensions similar to the ones used in the experiments. Periodic boundary conditions are imposed to better understand the effect of saturation far from the walls. The main flow structures are identified using the Dynamic Mode Decomposition (DMD) technique, and compared to previous experimental and linear stability analysis results. A preliminary DNS study taking into account spanwise solid wall boundary conditions, and reproducing the full dynamics of the experiments, is also presented.
机译:提出了矩形腔内饱和过程的数值研究。先前的实验和对该问题的线性稳定性分析完全描述了处于饱和状态的流动,并以三维离心模式为特征。实验中发现的模式形态与线性分析预测的模式相符,但振荡模式的频率发生了变化。使用三维直接数值模拟(DNS)来详细研究腔体内的饱和过程,其尺寸与实验中使用的尺寸相似。施加周期性边界条件是为了更好地了解远离墙壁的饱和度的影响。使用动态模式分解(DMD)技术确定主要流动结构,并将其与先前的实验和线性稳定性分析结果进行比较。还提出了初步DNS研究,该研究考虑了展向的实心壁边界条件,并再现了实验的全部动态。

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