OPTIMIZATION OF RAILWAY NETWORK CAPACITY MANAGEMENT IN CONDITIONS OF SPEED PASSENGER TRANSPORTATION

Abstract

At the present time, it is relevant to develop organizational and technical measures to increase the available throughput of the network by optimizing the flow of trains, taking into account operational changes in its topological structure during repairs, as well as the cost of passing trains across every segment. The implementation of this task is complicated by the introduction of high-speed passenger trains into the train traffic graph, since at speeds up to 160 km / h and, in the future, up to 200 km / h, create a significant nonparallel graph of train traffic, which reduces the existing capacity of segments and the railway network as a whole. Therefore here an optimization mathematical model of controlling the capacity of the railway network is developed on the basis of mathematical apparatuses of graph theory, namely the Dijkstra`s method, the open-type transport problem with constraints, and the Ford-Falkerson method. The model takes into account the limitations of the capacity of sections of the railway network, the predicted dimensions of the flows of freight and passenger (including high-speed) trains, as well as the cost of passing the train for each section. The implementation of the constructed model in the information and control system of dispatching control will allow more efficient distribution of train traffic on a ramified railway network in conditions of mass high-speed passenger traffic.

Authors and Affiliations

Peter Dolgopolov, Roman Karpov, Alexander Cherepkov

Keywords

Related Articles

ADAPTIVE BAYESIAN MODELS FOR EVALUATING THE INDICATORS OF THE RELIABILITY OF FREIGHT CARS ON THE STAGES OF THE LIFE CYCLE

The article discusses the rationale for the application of the Bayesian model (BM) for calculating the reliability indicators of a freight car at the stages of its life cycle. The life cycle includes such stages as the c...

FUNDAMENTAL SOLUTIONS ABOVE EQUATIONS OF THE PARAMETRIC OSCILLATIONS

We define the fundamental solution of the Mathieu equation for zero setting a and arbitrary parameters q using the method of direct integration. Along with the original Mathieu equation is considered tantamount to his...

PROBABILISTIC RELIABILITY ASSESSMENT OF GATEWAY HEADS BY THE CRITERIA OF STABILITY AGAINST DISPLACEMENT ON THE EXAMPLE OF HYDRO SCHEMES OF THE DNIEPER CASCADE

When calculating and designing modern hydraulic structures, it becomes necessary to assess their reliability and safety based on probabilistic methods. This work further develops the method for assessing reliability of g...

EVOLUTION OF AIR CONDITIONING SYSTEM IN PASSENGER CARS

One of the most pressing problems in ensuring the comfort of staying in passenger carriages of the railway transport is to ensure the physico-chemical cleanliness of the ambient air to ensure a comfortable stay of passen...

FUNDAMENTAL SOLUTIONS ABOVE EQUATIONS OF THE PARAMETRIC OSCILLATIONS

We define the fundamental solution of the Mathieu equation for zero setting and arbitrary parameters using the method of direct integration. Along with the original Mathieu equation is considered tantamount to his sy...

Download PDF file
  • EP ID EP326711
  • DOI 10.18664/1994-7852.173.2017.118393
  • Views 44
  • Downloads 0

How To Cite

Peter Dolgopolov, Roman Karpov, Alexander Cherepkov (2017). OPTIMIZATION OF RAILWAY NETWORK CAPACITY MANAGEMENT IN CONDITIONS OF SPEED PASSENGER TRANSPORTATION. Збірник наукових праць Українського державного університету залізничного транспорту, 173(7), 155-161. https://europub.co.uk/articles/-A-326711