Mannion Paul, Toparlar Yasin, Clifford Eoghan, Hajdukiewicz Magdalena, Andrianne Thomas, Blocken Bert
a Department of Civil Engineering , College of Engineering and Informatics, National University of Ireland Galway , University Road, Galway , Ireland.
b Department of the Built Environment , Eindhoven University of Technology , Eindhoven , The Netherlands.
Comput Methods Biomech Biomed Engin. 2019 Mar;22(4):386-395. doi: 10.1080/10255842.2018.1558217. Epub 2019 Feb 18.
The aerodynamic features associated with the rotation of a cyclist's legs have long been a research topic for sport scientists and engineers, with studies in recent years shedding new light on the flow structures and drag trends. While the arm-crank rotation cycle of a hand-cyclist bears some resemblance to the leg rotation of a traditional cyclist, the aerodynamics around the athlete are fundamentally different due to the proximity and position of the athlete's torso with respect to their arms, especially since both arm-cranks move in phase with each other. This research investigates the impact of arm-crank position on the drag acting on a hand-cyclist and is applied to a hill descent position where the athlete is not pedalling. Four primary arm-crank positions, namely 3, 6, 9, and 12 o'clock of a Paralympic hand-cyclist were investigated with CFD for five yaw angles, namely 0°, 5°, 10°, 15°, and 20°. The results demonstrated that the 3 and 12 o'clock positions (when observed from the left side of the hand-cyclist) yielded the highest drag area at 0° yaw, while the 9 o'clock position yielded the lowest drag area for all yaw angles. This is in contrast to the 6 o'clock position traditionally held by hand-cyclists during a descent to reduce aerodynamic drag.
与自行车运动员腿部转动相关的空气动力学特性长期以来一直是体育科学家和工程师的研究课题,近年来的研究为气流结构和阻力趋势带来了新的见解。虽然手摇自行车运动员的手臂曲柄转动周期与传统自行车运动员的腿部转动有一些相似之处,但由于运动员躯干相对于手臂的接近程度和位置,尤其是因为两个手臂曲柄相互同相运动,运动员周围的空气动力学情况存在根本差异。本研究调查了手臂曲柄位置对手摇自行车运动员所受阻力的影响,并将其应用于运动员不蹬踏的下坡位置。使用计算流体动力学(CFD)针对五个偏航角(即0°、5°、10°、15°和20°)研究了残奥会手摇自行车运动员的四个主要手臂曲柄位置,即3点、6点、9点和12点位置。结果表明,在0°偏航时,3点和12点位置(从手摇自行车运动员左侧观察)产生的阻力面积最大,而9点位置在所有偏航角下产生的阻力面积最小。这与手摇自行车运动员在下山时传统上保持的6点位置以减少空气动力学阻力的情况形成对比。