Effects of Reynolds number on train aerodynamics considering the air compressibility: A wind tunnel study

IF 2.7 4区 工程技术 Q2 TRANSPORTATION SCIENCE & TECHNOLOGY
Zhixiang Huang, Wenhui Li, Li Chen
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Abstract

The study on Reynolds number (Re) effects is crucial for high-speed trains for optimizing the aerodynamics, enhance safety, and reduce energy consumption. In this paper, a wind tunnel test was carried out to investigate the influence of Re on the train aerodynamic performance considering the shift of the air compressibility, which has not yet been explored to date. The test was conducted in a low-speed & large-scale tunnel with a stationary floor and the vehicle model was based on a 1/8th scaled train with 3 units. The Re ranges from Re=0.75×106∼ Re=3.12×106 by accelerating the uniform wind speed from U=27.8 m/s to U=115 m/s with zero-yaw. The Mach number (Ma) of the maximum speed scenario has exceeded 0.3, indicating that the airflow can be considered as compressible range. The results show that the aerodynamic characteristics of high-speed trains exhibit a self-similarity region of the Re, which is dependent on the flow velocity. The aerodynamic loads little changes when the Re ≥ 1.51×106, which corresponds U ≥55.6 m/s. Therefore, the compressibility of the airflow within the range up to U=115 m/s has a negligible effect on aerodynamic loads, thus can be disregarded. However, the surface pressure significantly decreases when the incoming flow surpasses 0.3Ma and transitions into a compressible state. While the compressibility has a relatively minor impact on macroscopic aerodynamics, it cannot be overlooked when considering detailed flow field, such as surface pressure.
考虑到空气可压缩性,雷诺数对列车空气动力学的影响:风洞研究
雷诺数(Re)效应研究对于高速列车优化空气动力学性能、提高安全性和降低能耗至关重要。本文通过风洞试验研究了雷诺数(Re)对列车空气动力学性能的影响,其中考虑了空气可压缩性的变化。试验在一个低速、大型、地面静止的风洞中进行,车辆模型以 1/8 比例的 3 节列车为基础。通过将均匀风速从 U=27.8 m/s 加速到 U=115 m/s,在零偏航的情况下,Re 范围从 Re=0.75×106∼Re=3.12×106 不等。最大速度情况下的马赫数(Ma)已超过 0.3,表明气流可被视为可压缩范围。结果表明,高速列车的气动特性表现出 Re 值的自相似性区域,该区域与流速有关。当 Re ≥ 1.51×106 时,相当于 U ≥ 55.6 m/s,气动载荷变化不大。因此,在 U=115 m/s 之前的范围内,气流的可压缩性对空气动力载荷的影响可以忽略不计。然而,当进入的气流超过 0.3Ma 并过渡到可压缩状态时,表面压力会明显降低。虽然可压缩性对宏观空气动力学的影响相对较小,但在考虑详细流场(如表面压力)时却不容忽视。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Transportation Safety and Environment
Transportation Safety and Environment TRANSPORTATION SCIENCE & TECHNOLOGY-
CiteScore
3.90
自引率
13.60%
发文量
32
审稿时长
10 weeks
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