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Time-optimal tracking control of trains using Pontryagin's maximum principle

机译:基于庞特里亚金极大值原理的列车时间最优跟踪控制

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The advancement of control and communication technology has made it possible to realize moving blocking in rail system. To guarantee the operational safety of trains, moving blocking requires the distance between any two adjacent trains should always keep greater than a predetermined length. In this sense, the latter train can brake within the determined distance even if the front train stopped due to uncertain reasons. Therefore, to improve the operational efficiency of rail system, it is necessary to control the length of adjacent trains to the security length as fast as possible. By using Pontryagin's maximum principle, this paper gives a control strategy which can make the latter train approach the front train with the minimal traveling time, while keeping their distance greater the security length.
机译:控制和通信技术的进步使得在铁路系统中实现移动阻塞成为可能。为了保证火车的运行安全,移动阻塞要求任何两列相邻火车之间的距离应始终保持大于预定长度。在这种意义上,即使前列火车由于不确定的原因而停止,后列火车也可以在确定的距离内制动。因此,为了提高铁路系统的运行效率,有必要将相邻列车的长度控制为安全长度。利用庞特里亚金的最大原理,提出了一种控制策略,可以使后车以最短的行驶时间接近前车,同时保持其距离更大的安全长度。

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