Shanghai Automotive Wind Tunnel Center, Tongji University, Shanghai 201804, China 在期刊界中查找 在百度中查找 在本站中查找
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摘要:
对基于Fiat New Panda的方背体车身,首先对不同高度和长度离鳍下的整车气动特性进行研究,采用模型风洞试验测量了不同工况下的阻力系数和升力系数,同时采用Star CCM+中kε湍流模型进行数值仿真.研究结果表明,离鳍高度覆盖整个C柱时,可以有效地降低方背体车身的阻力系数和升力系数;离鳍使流经C柱两侧的气流分离延迟,降低尾流区的湍流强度,降低能量耗散;方背体尾流区得到更多的压力恢复,降低了前后压力差,进而降低车身阻力系数.然后采用验证过的计算方法对不同形状的离鳍进行了数值仿真,发现不同形状的离鳍均可使方背体汽车的气动性能有所提升.但不规则形状离鳍对于汽车尾部气流造成了一定影响,使得其性能表现不如普通矩形的离鳍.
Finlets with varied length and height on squareback body based on Fiat New Panda were investigated firstly both by computational and experimental ways. The scale wind tunnel tests were performed to obtain the drag coefficient and lift coefficient and the correlations with computational fluid dynamics based on kε turbulent model were studied. It indicated that finlets along the whole C pillar could reduce both the drag coefficient and lift coefficient of a square back body. Finlets could delay air flow separation around C pillars and then decreased the turbulence kinetic energy in the wake. More pressure recovery was realized on the square back body to reduce the pressure gradient of the car body and the drag coefficient can be decreased as a result. Then the finlets with varied figures were simulated and got the results that the all the finlets can reduce the drag and lift coefficient but finlet with rectangle figure was the best.
[1]Emmanuel G. Computational study of flow around a simplified car body [J]. Journal of Wind Engineering and Industrial Aerodynamics. 2008(96): 1207-1217.
[2]傅立敏. 汽车空气动力学[M]. 北京, 机械工业出版社.2006.
[3]Wang S Z, Zhang X, He G W. Numerical Simulation of a Three-Dimensional Fish-like Body Swimming with Finlets[J]. Compute Physics, 2012, 11(4): 1323-1333.
[5]Patil CN, Shashishekar KS, etc. Aerodynamic study and drag coefficient optimization of passenger vehicle[J]. International Journal of Engineering Research Technology, 2012, 1(7): 1-9.
[6]Mathieu R, Patrick G, Azeddine K. Analysis and control of the near-wake flow over a square-back geometry[J]. Computers and Fluids, 2009(38): 60-70.