2010Transportation Research Board 89th Annual MeetingTransportation Research BoardRequires access

Optimal Train Operation for Minimum Energy Consumption Considering Schedule Adherence

Kitae Kim, Steven Chien

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Abstract

This paper presents an optimization approach for rail transit to minimize energy consumption used for inter-station run. The approach optimizes the interval of train motion regimes applied for train control by considering track geometry, speed limit, and scheduled travel time using Simulated Annealing algorithm. The model is applied to the real case study of the Metro-North Commuter Railroad. The most energy efficient train control, or called golden run, associated with speed limits, track geometry, and schedule adherence are identified. A sensitivity analysis is conducted, and the relationship between model parameters and control variables are discussed.

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What this paper is about

This paper presents an optimization approach for rail transit to minimize energy consumption used for inter-station run. The approach optimizes the interval of train motion regimes applied for train control by considering track geometry, speed limit, and scheduled travel time using Simulated Annealing algorithm. The model is applied to the real case study of the Metro-North Commuter Railroad. The most energy efficient train control, or called golden run, associated with speed limits, track geometry, and schedule adherence are identified. A sensitivity analysis is conducted, and the relationship between model parameters and control variables are discussed.

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Available abstract

This paper presents an optimization approach for rail transit to minimize energy consumption used for inter-station run. The approach optimizes the interval of train motion regimes applied for train control by considering track geometry, speed limit, and scheduled travel time using Simulated Annealing algorithm. The model is applied to the real case study of the Metro-North Commuter Railroad. The most energy efficient train control, or called golden run, associated with speed limits, track geometry, and schedule adherence are identified. A sensitivity analysis is conducted, and the relationship between model parameters and control variables are discussed.

Key concepts: Schedule, Energy consumption, Track (disk drive), Train, Simulated annealing, Sensitivity (control systems), Interval (graph theory), Computer science

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