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Simulation Model for Road Cycling Time Trials with a Non-constant Drag Area

机译:具有非恒定阻力区的道路循环时间试验模拟模型

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In a time trial in road cycling, the choice of equipment has a great impact on the results. The purpose of this paper is to expand an existing model for road cycling to account for changes in drag coefficient with changes in the Reynolds number of the air flow. The model gives a prediction of the performance of a cyclist given a certain equipment setup. The model may be used to test different setups and identify the fastest one for a given race. Simulations with existing models have given a mean absolute error of 3.87% of the total time. Validation of the model in this paper yielded predictions that had a mean absolute error of 3.22%. The model correctly predicts the fastest setup, but further testing and validation is required to show its statistical accuracy. Potential improvements of the model includes improved data sets to increase precision of the inputs, and thereby reduce simplifications and assumptions.
机译:在公路骑自行车的时间试验中,设备的选择对结果产生了很大影响。本文的目的是扩展现有的道路循环模型,以考虑拖动系数的变化,随着空气流量的雷诺数的变化。给出了某些设备设置的骑自行车者的性能的预测。该模型可用于测试不同的设置并识别给定竞赛的最快一个。使用现有模型的模拟给出了总时间的平均绝对误差3.87%。本文中的模型验证产生的预测,其平均绝对误差为3.22%。该模型正确预测了最快的设置,但需要进一步的测试和验证来显示其统计准确性。模型的潜在改进包括改进的数据集,以提高输入的精度,从而减少简化和假设。

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