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Optimization for Train Schedules of Full-length Short-turn Routing Mode in Urban Rail Transit

机译:城市轨道运输中全长和短路路由模式列车日期优化

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The train schedule is the basis of operation organization in urban rail transit. According to the properties of the full- length & short- turn routing mode in urban railway transit, a multi- objective nonlinear mixed integer programming optimization model of train shedule for a single transit line is established. The objective functions are minimum passenger travel cost, enterprise operation cost and maximum passenger service level. The constraints of model are set as the shortest headway time interval of consecutive trains, passenger demand and the maximal available electric multiple units. Matlab software can be used to figure out the solution to the multi - objective model based on TOPSIS which can convert the above model into the single objective model. The validity of the model is verified by a case, and positions of turn-back stations are also analyzed. The results indicate that full-length & short-turn routing mode is better; the shorter length of short - turn routing is not conducive to the passengers, and it cannot lead to a more saving of Operator's cost as well.
机译:列车日程是城市轨道交通运营组织的基础。根据城市铁路运输中的全长和短路路由模式的性质,建立了一种单一交通线路列车Shedule的多目标非线性混合整数编程优化模型。客观职能是最低客运成本,企业运营成本和最大客运等级。模型的约束被设定为连续列车,乘客需求和最大可用电动多个单元的最短前进时间间隔。 MATLAB软件可用于基于TOPSIS弄清楚对多目标模型的解决方案,可以将上述模型转换为单个物镜模型。模型的有效性是通过案例验证的,并且还分析了扭转站的位置。结果表明,全长和短路路由模式更好;短路路由长度较短,不利于乘客,也无法导致操作员的成本更高。

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