We study the Train Timetabling Problem (TTP) of the high-speed trains at the Chinese railways. TTP calls for determining, in the planning phase, an optimal schedule for a given set of trains, while satisfying track capacity occupation constraints. In this work, we are given on input a set of feasible timetables for the trains already planned along a double-track high-speed line, and the main goal consists of scheduling as many additional trains as possible. Beside the main goal, a second objective is to obtain a regular schedule, i.e. a schedule showing regularity in the train frequency. We model TTP on a time-space graph and propose a heuristic algorithm for it. Preliminary computational results on real-world instances of the high-speed line from Beijing to Shanghai in China are reported.
Cacchiani, V., Jiang, F., Toth, P. (2016). Timetable Optimization for High-Speed Trains at Chinese Railways. ELECTRONIC NOTES IN DISCRETE MATHEMATICS, 55, 29-32 [10.1016/j.endm.2016.10.008].
Timetable Optimization for High-Speed Trains at Chinese Railways
CACCHIANI, VALENTINA;JIANG, FENG;TOTH, PAOLO
2016
Abstract
We study the Train Timetabling Problem (TTP) of the high-speed trains at the Chinese railways. TTP calls for determining, in the planning phase, an optimal schedule for a given set of trains, while satisfying track capacity occupation constraints. In this work, we are given on input a set of feasible timetables for the trains already planned along a double-track high-speed line, and the main goal consists of scheduling as many additional trains as possible. Beside the main goal, a second objective is to obtain a regular schedule, i.e. a schedule showing regularity in the train frequency. We model TTP on a time-space graph and propose a heuristic algorithm for it. Preliminary computational results on real-world instances of the high-speed line from Beijing to Shanghai in China are reported.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.