Abstract

Over the past few years, many public transport companies have launched pilot projects testing the operation of electric buses. The basic objective of these projects is to substitute diesel buses with electric buses within the companies’ daily operations. Despite an extensive media coverage, the share of electric buses deployed still remains very small in practice. In this context, new challenges arise for a company’s planning process due to the considerably shorter ranges of electric buses compared to traditional combustion engine buses and to the necessity to recharge their batteries at charging stations. Vehicle scheduling, an essential planning task within the planning process, is especially affected by these additional challenges. In this paper, we define the mixed fleet vehicle scheduling problem with electric vehicles. We extend the traditional vehicle scheduling problem by considering a mixed fleet consisting of electric buses with limited driving ranges and rechargeable batteries as well as traditional diesel buses without such range limitations. To solve the problem, we introduce a three-phase solution approach based on an aggregated time–space network consisting of an exact solution method for the vehicle scheduling problem without range limitations, innovative flow decomposition methods, and a novel algorithm for the consideration of charging procedures. Through a computational study using real-world bus timetables, we show that our solution approach meets the requirements of a first application of electric buses in practice. Since the employment of electric buses is mainly influenced by the availability of charging infrastructure, which is determined by the distribution of charging stations within the route network, we particularly focus on the influence of the charging infrastructure.

Highlights

  • Scheduling a fleet of vehicles is an essential task within the planning process of public transport companies

  • The solution approach consists of an exact solution method for the Vehicle Scheduling Problem (VSP) without range limitations, based on a time–space network (TSN) in the form of a mixed-integer linear program, followed by a second phase, in which limited driving ranges will be taken into account by applying innovative flow decomposition methods, and a third phase in which charging procedures are inserted into the vehicle rotations

  • With regard to the implementation of battery electric vehicles (BEV) in public transport, the percentages of feasible vehicle rotations for BEVs are important and related aspects such as percentages of service trips covered by BEVs, kilometers driven by BEVs, and characteristics of the charging procedures

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Summary

Introduction

Scheduling a fleet of vehicles is an essential task within the planning process of public transport companies. In this paper we consider BEVs, since this type of vehicle implies the strongest restrictions for vehicle scheduling To compensate for their range limitations, BEVs perform detours to charging stations during their operations in order to recharge their batteries. Another challenge of electric buses is the significant increase in costs for their deployment The reasons for this are the additional need for vehicles due to their lower ranges, high acquisition costs due to high battery costs, and necessary charging stations within the route network (cf Pihlatie et al 2014). Since the charging infrastructure has a significant influence on the deployment of BEVs, we analyse the impact of different settings on generated solutions With this in mind, the experiments conducted and their results may help to speed up the switch from combustion engine to BEVs in public transport.

E-VSP and related problems in the literature
Problem description
Three-phase solution approach based on an aggregated time–space network
Phase I
Phase II
MaxMinChargingTime
BalanceConsumption
MaxMinChargingTime-BalanceConsumption
Extended-MaxMinChargingTime-BalanceConsumption
Extended-BalanceConsumption
MaxMinChargingTime-Extended-BalanceConsumption
Phase III
Computational study
Problem instances and parameters
Percentages of feasible vehicle rotations for BEVs
Percentage of service trips covered by BEVs
Percentage of kilometers covered by BEVs
Charging characteristics
Summary and further research
Full Text
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