How to Stay Ahead of the Pack: Optimal Road Cycling Strategies for two Cooperating Riders

Q2 Computer Science
Stefan Wolf, D. Saupe
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引用次数: 2

Abstract

Abstract Within road-cycling, the optimization of performance using mathematical models has primarily been performed in the individual time trial. Nevertheless, most races are 'mass-start' events in which many riders compete at the same time. In some special situations, e.g. breakaways from the peloton, the riders are forced to team up. To simulate those cooperative rides of two athletes, an extension of models and optimization approaches for individual time trials is presented. A slipstream model based on experimental data is provided to simulate the physical interaction between the two riders. In order to simulate real world behavior, a penalty for the difference in the exertion levels of the two riders is introduced. This means, that even though both riders aim to be as fast as possible as a group, neither of them should have an advantage over the other because of significantly different levels of fatigue during the ride. In our simulations, the advantage of cooperation of two equally trained athletes adds up to a time gain of about 10% compared to an individual ride.
如何保持领先:两名合作骑手的最佳公路自行车策略
在公路自行车比赛中,利用数学模型对个人计时赛的成绩进行优化。然而,大多数比赛都是“集体起跑”,许多车手同时参赛。在一些特殊情况下,例如脱离车队,骑手们被迫组队。为了模拟两名运动员的合作骑行,提出了个人计时赛模型的扩展和优化方法。在实验数据的基础上,建立了滑流模型来模拟两名车手之间的物理相互作用。为了模拟真实世界的行为,引入了对两名车手努力程度差异的惩罚。这意味着,即使两个车手的目标都是尽可能快,但他们都不应该比另一个有优势,因为在骑行过程中疲劳程度明显不同。在我们的模拟中,两个训练相同的运动员合作的优势加起来比单独骑行的时间增加了大约10%。
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
International Journal of Computer Science in Sport
International Journal of Computer Science in Sport Computer Science-Computer Science (all)
CiteScore
2.20
自引率
0.00%
发文量
4
审稿时长
12 weeks
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