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Table 5 Open-access datasets, test instances, and software

From: Survey of charging management and infrastructure planning for electrified demand-responsive transport systems: Methodologies and recent developments

Reference

Feature

# of instances

Link

Datasets/test instances/solutions

Schneider et al. [24]

E-VRPTW, widely used datasets for different variants of VRP and location-routing problems using EVs

A set of small instances (5, 10, and 15 customers) and a set of large instances (up to 100 customers and 21 charging stations)

https://data.mendeley.com/datasets/h3mrm5dhxw/1

Mendoza et al. (2014)

Vehicle-routing problem repository (VRP-REP)

 

http://www.vrp-rep.org/

Felipe et al. [77]

Green vehicle routing problem

with multiple technologies and partial recharges

3 sets of 20 instances with 100, 200, and 400 customers

http://www.mat.ucm.es/~gregoriotd/GVRPen.htm

Bongiovanni [47]

Uber ride-share data from San Francisco

 

https://github.com/dima42/uber-gps-analysis/tree/master/gpsdata

Bongiovanni [47]

EAV-DARP instances

Two datasets adapted from Cordeau [95] and the Uber dataset mentioned above,each contains 14 instances (up to 5 vehicles and 50 customers) and solutions for the Uber test dataset

https://luts.epfl.ch/wpcontent/uploads/2019/03/e_ADARP_archive.zip

Kullman et al. [54]

Ride-hailing data from New York City

 

https://www1.nyc.gov/site/tlc/about/tlc-trip-record-data.page

Yu et al. [55]

Trip data from Didi Chuxing ride-hailing services

 

https://outreach.didichuxing.com/research/opendata/

Froger et al. [78]

Test instances for EVRP with

non-linear charging functions and capacitated stations

120 instances from Montoya et al. [20]

https://www.math.u-bordeaux.fr/~afroger001/research.html

Kucukoglu et al. [14]

Summary of the best exact and heuristic solutions to date for E-VRPTW

  

Software

Kullman et al. [79]

Python package

Exact labeling algorithm to solve the fixed-route

vehicle-charging problem

https://www.math.u-bordeaux.fr/~afroger001/research.html

Pessoa et al. [80]

Open-access solver developed by a research group at the University of Bordeaux

Branch-cut-and-price-based exact solver for VRP-related problems, interface implemented in Julia and JuMP package

https://vrpsolver.math.u-bordeaux.fr/

  1. Format (a–b/c): number of instances – number of customers / number of charging stations