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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Unsteady RANS Modeling of Flow around Two-Dimensional Rectangular Cylinders with Different Side Ratios at Reynolds Number 6.85?×?105
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Unsteady RANS Modeling of Flow around Two-Dimensional Rectangular Cylinders with Different Side Ratios at Reynolds Number 6.85?×?105

机译:不稳定的rans rans围绕二维矩形圆柱体的模型,在雷诺数6.85左右的不同副比率?×105

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In practical engineering, the Reynolds number (Re) of box girder structure is usually very high (Re?≥?105), while most investigations of the flow around bluff bodies are concentrated on relatively lower Reynolds numbers (i.e., Re?=?103–104). This paper presented a numerical study of the unsteady flow around two-dimensional rectangular cylinders under a Reynolds number of 6.85?×?105 with different side ratios (R?=?b/h, width to height) ranging from 0.1 to 4.0. Three unsteady Reynolds-averaged Navier-Stokes (RANS) two-equation k-ε turbulence models (standard, RNG, and realizable) were adopted in the study. The realizable k-ε model was chosen because it was found to perform the best among three models in the main aerodynamic integral parameters. According to the distinctions of aerodynamic characteristics with different side ratios, three regimes were divided and discussed in detail. The distribution of surface pressure over cylinders, the wake parameters, and vorticity contours of the rectangular cylinders with different side ratios were discussed.
机译:在实际工程中,箱梁结构的雷诺数(RE)通常非常高(RE?≥≤105),而凹槽体周围的大多数研究浓缩在相对较低的雷诺数(即,RE?= 103 -104)。本文介绍了在雷诺数6.85Ω·×105的雷诺数下的二维矩形圆柱体周围的不稳定流动的数值研究,其具有不同的副比率(R?=Δb/ h,宽度为高度)范围为0.1至4.0。在该研究中采用了三个不稳定的雷诺平方体平均Navier-Stokes(RANS)两级K-ε湍流模型(标准,RNG和可实现)。选择可实现的K-ε模型,因为发现它在主要空气动力学积分参数中的三种模型中表现最佳。根据具有不同副比率的空气动力学特性的区别,将三个制度分开并详细讨论。讨论了具有不同侧比的圆柱体上的表面压力的分布,矩形圆柱体的矩形圆柱体的涡流轮廓。

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