Abstract

In urban mass transit network, when passengers’ trip demands exceed capacity of transport, the numbers of passengers accumulating in the original or transfer stations always exceed the safety limitation of those stations. It is necessary to control passenger inflow of stations to assure the safety of stations and the efficiency of passengers. We define time of delay (TD) to evaluate inflow control solutions, which is the sum of waiting time outside of stations caused by inflow control and extra waiting time on platform waiting for next coming train because of insufficient capacity of first coming train. We build a model about cooperative passenger inflow control in the whole network (CPICN) with constraint on capacity of station. The objective of CPICN is to minimize the average time of delay (ATD) and maximum time of delay (MTD). Particle swarm optimization for constrained optimization problem is used to find the optimal solution. The numeral experiments are carried out to prove the feasibility and efficiency of the model proposed in this paper.

Highlights

  • More and more passengers travel by urban mass transit (UMT) because UMT is rapid, punctual, and green

  • Set the limit of inflow according to location of particle, update the number of passengers outside of stations, in stations, and on the trains with the train arriving and departing, and compute maximum time of delay (MTD) and average time of delay (ATD) at the end of simulating

  • CPICN is proposed considering the safety of stations

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Summary

Introduction

More and more passengers travel by urban mass transit (UMT) because UMT is rapid, punctual, and green. Controlling passenger inflow of stations in different lines is described in a qualitative way and there is no model and no effective method. The number of waiting passengers cannot be controlled under safety limitation only by controlling inflow of this transfer station. The cooperative inflow control involving stations in the whole network is needed to reduce the pressure of transfer station and improve the safety and efficiency of passengers’ trips. We build model to describe cooperative passenger inflow control in the whole network (CPICN) This model and the solving method will provide theoretic support for planning control measure in real operation.

Analyzing CPICN
Building Model of CPICN
Solution Procedure
Numerical Experiments
Conclusion
Full Text
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