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Direct numerical simulation and large EDDY simulation of turbulent flow in a curved pipe

机译:弯管内湍流的直接数值模拟和大型EDDY模拟

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Numerical prediction of turbulent flow in a curved circular-pipe have been carried out mostly by RANS (Reynolds-averaged Navier-Stokes equation model) such as k - epsilon model for a practical purpose, but there is only a few predictions by DNS and LES. Predicted curved-pipe flows, however, are still defective regardless of analyzing method. To clarify the subject of such predictions, flow in a curved pipe with a somewhat strong curvature is studied here by DNS using CIT (Cubic Intepolated Pseudo-particle) solution method for general coordinate systems. Since LES with Samgorinsky's model is recently, successfully applied for solving turbulent flow, the LES with the CIP method was implemented and applied to calculate the flow for Re=20000 in this study. The results obtained by DNS and LES were compared with an existing experimental data.
机译:实际中,弯曲圆管中湍流的数值预测大部分是通过RANS(雷诺平均Navier-Stokes方程模型)进行的,例如k-epsilon模型,但是DNS和LES的预测很少。但是,无论采用何种分析方法,预测的弯管流量仍存在缺陷。为了阐明此类预测的主题,此处使用通用坐标系的CIT(三次插值伪粒子)求解方法通过DNS研究了曲率稍强的弯管中的流动。由于具有Samgorinsky模型的LES最近已成功应用于求解湍流,因此在本研究中,采用CIP方法实现了LES,并将其用于计算Re = 20000的流量。将DNS和LES获得的结果与现有的实验数据进行比较。

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