Empty Railcar Distribution
- 1 Citations
- 1.1k Downloads
Abstract
Each year in North America, approximately 30 million carloads are shipped via rail in “general merchandise” or carload service (AAR 2012). In each case, the railroad must deliver a rail-owned empty railcar (such as a box car, gondola, or hopper depending on the commodity) to the origin of the shipper to begin loading. (This process does not apply to private fleets owned and managed by the shipper, as is common for some car types such as tank cars.) After the loaded railcar is delivered to the shipper’s destination and emptied, the rail car is released back to the railroads’ custody and the cycle begins again. The challenge of repositioning a multitude of rail-owned railcars to various origins is known as the empty railcar distribution problem.
Keywords
Customer Order Trip Plan Approximate Dynamic Programming Shipping Pattern General MerchandiseReferences
- Ahuja RK, Jha CK, Liu J (2007) Solving real-life railroad blocking problems. Interfaces 37(5):404–419CrossRefGoogle Scholar
- Cordeau J-F, Toth P, Vigo D (1998) A survey American Association of Railroads (AAR). www.aar.org, 2012
- Gorman MF, Acharya D, Sellers D (2010) CSX railway cashes in on optimization of empty equipment distribution. Interfaces 40(1):5–16CrossRefGoogle Scholar
- Gorman MF, Crook K, Acharya D (2011) North American freight rail industry real-time optimized equipment distribution systems: state of the practice. Transport Res C 19:103–114CrossRefGoogle Scholar
- Holmberg K, Joborn M, Lundgren JT (1998) Improved empty freight car distribution. Transport Sci 32(2):163–173CrossRefGoogle Scholar
- Ireland P, Case R, Fallis J, Van Dyke C, Kuehn J, Meketon M (2004) The Canadian Pacific Railway transforms operations by using models to develop its operating plans. Interfaces 34(1):5–14CrossRefGoogle Scholar
- Joborn M, Crainic T, Gendreau M, Holmberg K, Lundgren J (2004) Economies of scale in empty freight car distribution in scheduled railways. Transport Sci 38(2):121–134CrossRefGoogle Scholar
- Joborn M (1995) Empty freight car distribution at Swedish Railways – analysis and optimization modeling. Ph.D. Thesis, Department of Mathematics, Linkoping University, SwedenGoogle Scholar
- Jordan WC, Turnquist MA (1983) A stochastic, dynamic network model for railroad car distribution. Transport Sci 17(2):123–145CrossRefGoogle Scholar
- Narisetty AK, Richard J-P, Ramcharan D, Murphy D, Minks G, Fuller J (2008) An optimization model for empty freight car assignment at Union Pacific. Interfaces 38(2):89–102CrossRefGoogle Scholar
- Powell WB, Carvalho T (1998a) Dynamic control of logistics queueing networks for large-scale fleet management. Transport Sci 32(2):90–109CrossRefGoogle Scholar
- Powell WB, Carvalho T (1998b) Real-time optimization of containers and flatcars for intermodal operations. Transport Sci 32(2):110–126CrossRefGoogle Scholar
- Sherali, Hanif D., and Cihan H. Tuncbilek. “New reformulation linearization/convexification relaxations for univariate and multivariate polynomial programming problems.” Operations Research Letters 21.1 (1997):1–9.Google Scholar
- Topaloglu H, Powell WB (2006) Dynamic programming approximations for stochastic, time-staged integer multicommodity flow problems. Informs J Comput 18(1):31–42CrossRefGoogle Scholar
- Turnquist MA (1986) MOVE-EM: a network optimization model for empty freight car distribution. School of Civil and Environmental Engineering, Cornell UniversityGoogle Scholar
- Turnquist MA, Markowicz BP (1990) TIMS/ORSA conference presentation, Vancouver, BCGoogle Scholar