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Time-optimal Control Strategies for a Hybrid Electric Race Car

机译:混合动力电动赛车的时间最优控制策略

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摘要

Recently, the Formula 1 propulsion system has evolved from being a conventional combustion engine toward a highly integrated hybrid electric powertrain. Since 2014, the vehicles have been equipped with an electric motor for extra boosting and regenerative braking, and an electrified turbocharger to improve the engine's torque response and to recover waste heat from the exhaust gas. The powertrain is controlled with a dedicated energy management system, which significantly influences the vehicle's acceleration performance as well as its fuel and electric energy consumption. Therefore, the strategy must be carefully optimized. In this paper, we propose a computationally efficient method to evaluate the theoretic, optimal energy management strategy leading to the best possible lap time. Since the driving path cannot be influenced by the energy management strategy, but is rather determined by the driver's steering's input, we separate the optimization of velocity profile and energy management from the problem of finding the optimal driving path. By carefully introducing convex approximations and relaxations, we formulate the problem as a convex optimal control problem that can be solved efficiently using dedicated numerical solvers. The proposed method allows parameter studies to be conducted within a reasonable time frame of a few minutes, while the optimization results serve as a benchmark for any real-time energy management strategy ultimately to be used during a real race.
机译:近年来,一级方程式推进系统已经从传统的内燃机发展为高度集成的混合动力总成。自2014年以来,车辆配备了用于额外的助力和再生制动的电动机,以及电动涡轮增压器,以改善发动机的扭矩响应并从废气中回收废热。动力总成由专用的能量管理系统控制,该系统极大地影响了车辆的加速性能以及燃油和电能消耗。因此,必须仔细优化该策略。在本文中,我们提出了一种计算上有效的方法来评估理论上的最佳能源管理策略,从而实现最佳的单圈时间。由于行驶路径不受能量管理策略的影响,而是由驾驶员的转向输入决定的,因此我们将速度曲线的优化和能量管理与寻找最佳行驶路径的问题区分开来。通过仔细介绍凸逼近和松弛,我们将该问题公式化为可以使用专用数值求解器有效解决的凸最优控制问题。所提出的方法允许在几分钟的合理时间范围内进行参数研究,而优化结果可作为最终在实际比赛中使用的任何实时能源管理策略的基准。

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