从离线到板载系统解决了一个控制序列优化问题

Jin Huang, Xibin Zhao, Xinjie Chen, Jiaguang Sun, Qinwen Yang
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引用次数: 1

摘要

控制序列优化问题由于其高度非线性、约束条件多、构成要素序列在任意时刻可能发生变化等特点,是求解困难的问题。列车行程运行剖面优化是一个典型的控制序列优化问题,其优化目标是在各种约束条件下使列车的能耗和时间偏差最小。针对这类问题,车载控制系统的优化性能与计算时间之间的权衡一直是工程师们不得不面对的问题。本文主要提出了一种控制序列优化问题的离线到车载系统解决方案框架,具体应用于列车行程剖面优化问题。该框架选择了机载控制系统的参数决策树解,然后提出了一系列离线过程,包括序列挖掘、最优计算和机器学习,以获得参数决策树。该框架既继承了离线系统良好的优化性能,又保证了实时控制的板载计算时间。文献显示了使用该框架解决列车行程剖面优化问题的性能,显示了使用该框架解决相关控制序列优化问题的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
From offline to onboard system solution for a control sequence optimization problem
The control sequence optimization problem is difficult to solve due to its high nonlinearity, various constraints and the possible changes in the sequence of comprising elements at any instant of time. The optimization of train trip running profile is a typical control sequence optimization problem, whose optimization object is to minimize the energy consumption as well as the time deviation under various constraints. Engineers always have to face the trade-off between the optimization performance and calculation time for an onboard control system for such problems. This paper mainly proposed a framework of an offline to onboard system solution for control sequence optimization problems, specifically using on the train trip profile optimization problems. The framework choose the parameter-decision tree solution for the onboard control system, and then a series of offline procedures including sequence mining, optimal computation, and machine learning is proposed for getting the parameter-decision tree. The framework inherits the good optimization performance of offline systems, as well as guaranteed the onboard calculation time for real-time control. Performance on using such a framework for solving train trip profile optimization problems is shown in the literature, which shows the potentials of using such frameworks on solving related control sequence optimization problems.
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