Analysis of Freight Train Marshalling Scheduling Considering Non-Cooperative Game
Aiming at the bottleneck problem of the effect of freight train marshalling scheduling efficiency on railway transportation capacity,this paper constructed a single-objective integer programming model of freight train marshalling scheduling by abstracting the process of freight train marshalling scheduling in a two-way three-level six-yard marshalling yard,and tried to introduce game theory into the marshalling scheduling decision-making process of the marshalling yard.The constructed model took the requirements of full length,full axle,and time limit that the starting train needed to meet as the constraint conditions took the minimized average middle time of the marshalling vehicles in the marshalling yard as the objective function,and used non-cooperative game theory to analyze the scheduling decision-making problem in a game decision-making scenario.Combined with the constructed single-objective integer programming model,this paper made the solution results more reasonable.Combined with the reconstruction and expansion of the Hami East two-way three-level six-yard marshalling yard planning,and taking a train arriving at the dismantling station as an example,this paper analyzed the feasibility of the method proposed by simplifying the marshalling scheduling scenario.This method has certain reference significance for the reconstruction and expansion of marshalling yards,railway transport capacity computing,and train operation map drawing in railway engineering design.
Railway Transport CapacityFreight TrainMarshalling SchedulingSingle-objective Integer ProgrammingNon-cooperative Game
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