Abstract

Energy-efficient train driving can lead to a significant reduction in both CO2 emissions and energy consumption. A lot of research has been done on the topic of energy-efficient train control that minimizes total traction energy consumption. Furthermore, the running time supplements in the timetable determine the possibilities for energy-efficient train driving. However, research on the distribution of these supplements in order to maximize the potential for energy-efficient train driving is limited. This paper considers the multiple-section train trajectory optimization problem, which aims at finding the optimal distribution of running time supplements over multiple stops for a single train given a total scheduled running time in order to maximize the potential for energy-efficient train driving. In addition, we compare two different methods to compute the energy-efficient train control: an indirect solution method and a direct solution method. We applied both methods to a Dutch case study for an Intercity train between the stations Utrecht Central and Arnhem Central. The running time supplement distribution that minimizes the total energy use for a train has the same cruising speed on each section. Furthermore, the shorter the distance between stops, the larger the relative running time supplement. The indirect solution method generates results very quickly compared to the direct solution method and can be used for real-time control. The direct solution method is able to provide direct feedback on the necessary optimality conditions and does not require a specialized code to generate the optimal speed trajectory profile, therefore, it is useful for exploring new variants of the optimal control problem.

Highlights

  • Energy efficiency is an important topic for railway companies wishing to reduce CO2 emissions and save money

  • The aim of this paper is to find the optimal distribution of the running time supplements over multiple stops for a single train given a total scheduled running time, and the full availability of the supplements to be used for energy-efficient train driving, and to compare an indirect solution method with a direct solution method in order to compute the optimal control

  • In this paper we computed the optimal distribution of running time supplements over multiple stops given a total scheduled running time for energy-efficient train driving where the insights can be used for timetable design

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Summary

Introduction

Energy efficiency is an important topic for railway companies wishing to reduce CO2 emissions and save money. One of the research areas to improve the energy efficiency of railways is energy-efficient train control (EETC). EETC is an optimal control problem with the aim of finding the driving strategy or trajectory that meets the timetable with the lowest energy consumption. Received 31 July 2019; Received in revised form 21 February 2020; Accepted 26 February 2020. Journal of Rail Transport Planning & Management 14 (2020) 100180 determined by the timetable, because the running time supplements determine how much energy can be saved by energy-efficient driving (Scheepmaker and Goverde, 2015). The running time supplements are the extra running time above the minimum running time (computed by the minimum time train control (MTTC)) in order to recover from small delays or disturbances during operation

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