Game-Theoretic Approach for Complete Vehicle Energy Management

H. Chen, J. Kessels, M. Donkers, S. Weiland
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引用次数: 17

Abstract

This paper describes a game-theoretic approach and the calculation of an online implementable strategy for solving the Complete Vehicle Energy Management (CVEM) problem, which aims at minimizing the global fuel consumption of a hybrid heavy-duty truck including all its auxiliary systems. The approach is based on a two-level single-leader multi-follower game, in which the driver is considered as a leader and each controlled auxiliary is considered as a follower. In the first level, a sequential game between the leader (driver) and each follower (auxiliary) is played and the corresponding Stackelberg strategy is computed offline and stored in a lookup table. In the second level, a simultaneous game is played among all followers and an online iterative process is introduced to find an approximation of a Nash equilibrium for all followers. This approach is tested on a hybrid heavy-duty truck model where a high-voltage battery and an electric refrigerated semi-trailer are considered. The performance in terms of fuel economy is found close to the true optimal solution.
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整车能量管理的博弈论方法
以混合动力重型卡车及其所有辅助系统的整体油耗最小为目标,采用博弈论方法求解整车能量管理(CVEM)问题,并给出了在线可实现策略的计算。该方法基于两级单领导者多追随者博弈,其中驾驶员被视为领导者,每个被控制的辅助被视为追随者。在第一层,在领导者(司机)和每个追随者(辅助)之间进行顺序博弈,相应的Stackelberg策略被离线计算并存储在查找表中。在第二层,所有追随者之间同时进行博弈,并引入在线迭代过程来寻找所有追随者的纳什均衡近似值。该方法在混合动力重型卡车模型上进行了测试,该模型考虑了高压电池和电动冷藏半挂车。在燃油经济性方面的性能接近于真正的最优解。
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