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Computational fluid dynamics analysis of cyclist aerodynamics: performance of different turbulence-modelling and boundary-layer modelling approaches.

机译:骑车人空气动力学的计算流体动力学分析:不同湍流建模和边界层建模方法的性能。

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This study aims at assessing the accuracy of computational fluid dynamics (CFD) for applications in sports aerodynamics, for example for drag predictions of swimmers, cyclists or skiers, by evaluating the applied numerical modelling techniques by means of detailed validation experiments. In this study, a wind-tunnel experiment on a scale model of a cyclist (scale 1:2) is presented. Apart from three-component forces and moments, also high-resolution surface pressure measurements on the scale model's surface, i.e. at 115 locations, are performed to provide detailed information on the flow field. These data are used to compare the performance of different turbulence-modelling techniques, such as steady Reynolds-averaged Navier-Stokes (RANS), with several k-epsilon and k-omega turbulence models, and unsteady large-eddy simulation (LES), and also boundary-layer modelling techniques, namely wall functions and low-Reynolds number modelling (LRNM). The commercial CFD code Fluent 6.3 is used for the simulations. The RANS shear-stress transport (SST) k-omega model shows the best overall performance, followed by the more computationally expensive LES. Furthermore, LRNM is clearly preferred over wall functions to model the boundary layer. This study showed that there are more accurate alternatives for evaluating flow around bluff bodies with CFD than the standard k-epsilon model combined with wall functions, which is often used in CFD studies in sports.
机译:这项研究旨在通过详细的验证实验来评估所应用的数值建模技术,从而评估用于运动空气动力学(例如,游泳者,骑自行车者或滑雪者的阻力预测)的计算流体动力学(CFD)的准确性。在这项研究中,提出了骑自行车者比例模型(比例为1:2)的风洞实验。除了三分力和力矩外,还执行了比例模型表面(即115个位置)的高分辨率表面压力测量,以提供有关流场的详细信息。这些数据用于比较不同湍流建模技术的性能,例如稳定的雷诺平均Navier-Stokes(RANS),几种k-ε和k-omega湍流模型以及不稳定的大涡模拟(LES),以及边界层建模技术,即墙函数和低雷诺数建模(LRNM)。商业CFD代码Fluent 6.3用于仿真。 RANS剪应力传输(SST)k-ω模型显示出最佳的整体性能,其次是计算成本更高的LES。此外,显然,LRNM优于墙函数来建模边界层。这项研究表明,与标准kε模型结合壁函数相比,使用CFD评估钝体周围的流动有更准确的替代方法,后者经常在运动的CFD研究中使用。

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