Let's Connect
Follow Us
Watch Us
(+385) 1 2380 262
journal.prometfpz.unizg.hr
Promet - Traffic&Transportation journal

Accelerating Discoveries in Traffic Science

Accelerating Discoveries in Traffic Science

PUBLISHED
02.03.2015
LICENSE
Copyright (c) 2024 Dušan Teichmann, Michal Dorda, Helena Bínová, Martin Ludvík

Optimization of Parking Public Transport Vehicles in Ostrava

Authors:

Dušan Teichmann
Institute of Transport, Faculty of Mechanical Engineering, VSB - Technical University of Ostrava

Michal Dorda
Institute of Transport, Faculty of Mechanical Engineering, VSB - Technical University of Ostrava

Helena Bínová
Department of Logistics and Management of Transport, Faculty of Transportation Sciences, Czech Technical University in Prague

Martin Ludvík
Institute of Transport, Faculty of Mechanical Engineering, VSB - Technical University of Ostrava

Keywords:optimization, mathematical model, linear programming, public transport,

Abstract

A typical trait of public transport is a spatially scattered demand. A route net that is operated by a carrier (or several carriers) has to be adapted to the demand. Public transport vehicles that are not used during a period of a day are usually parked in defined parking lots that have a given capacity. When the vehicle goes from the place where its schedule ends (usually a terminus of the last connection served by the vehicle) to the place where the vehicle should be parked, a non-productive journey occurs. The same occurs at the beginning of the vehicle schedule as well. The main goal of the paper is to present a mathematical model that enables minimization of the total length of all the non-productive journeys. Functionality of the proposed mathematical model was tested in the conditions of a real bus public transport network.

References

  1. Borndoerfer R, Groetschel M, Pfetsch ME. A Column-generation Approach to Line Planning in Public Transport. Transportation Science. 2007;41(2):123-132.

    Bussieck MR, Kreuzer P, Zimmermann UT. Optimal Lines for Railway System. European Journal of Operation Research. 1997;96(1):54-63.

    Černá A, Černý J. Erlander Principle in Managerial Decision Making on Czech and Slovak Urban Transport Routes. E + M Ekonomie a management. 2013;16(1):93-100.

    Černý J, Kluvánek P. Introduction to Mathematical Transport Theory [in Slovak]. Bratislava: VEDA; 1990.

    Dellólio L, Ibeas A, Ruisánches F. Optimizing Bus-size and Headway in Transit Networks. Transportation. 2012;39(2):449-464.

    Erlander S, Schéele S. A Mathematical Programming Model for Bus Traffic in a Network. Proceedings of the International Symposium Transportation and Traffic Theory.Vol VI; 1974 August 26-28; Sydney, Australia.

    Gass SI. Linear Programming-Methods and Applications. New York: Dover Publications; 2003.

Show more
How to Cite
Teichmann, D. (et al.) 2015. Optimization of Parking Public Transport Vehicles in Ostrava. Traffic&Transportation Journal. 27, 1 (Mar. 2015), 69-75. DOI: https://doi.org/10.7307/ptt.v27i1.1593.

SPECIAL ISSUE IS OUT

Guest Editor: Eleonora Papadimitriou, PhD

Editors: Marko Matulin, PhD, Dario Babić, PhD, Marko Ševrović, PhD


Accelerating Discoveries in Traffic Science |
2024 © Promet - Traffic&Transportation journal