1959
DOI: 10.1287/opre.7.5.561
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The Scheduling of a Barge Line

Abstract: This paper is the case history of an operations-research study of a barge line undertaken in the summer of 1954. One problem considered was the scheduling of tugs and the determination of the resulting number of barge loads per year which would result. The second problem was to determine the proper balance between tugs and barges for three or four tugs. These problems were solved by simulating the operation, the results of the simulation led to recommendations and predictions. These predictions are compared to… Show more

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Cited by 13 publications
(4 citation statements)
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“…Christiansen et al (2007) give a comprehensive review of advances in maritime transportation modeling problems, while Vacca et al (2010) give an overview of the berth allocation and crane assignment problems. To the best of our knowledge, the first paper relevant to modeling barge transportation is that of O'Brien and Crane (1959), who use a simulation model to determine the allocation of tug boats and determine the optimal number of barge loads on the Ohio and Mississippi rivers. Schwartz (1968) describes a transshipment-scheduling model that minimizes barge fleet costs, but he notes that his model is so complex that it could not be used given the current technology, despite some significant simplifications, such as infinite fleet capacity and a homogenous fleet.…”
Section: Maritime and Barging Problemsmentioning
confidence: 99%
“…Christiansen et al (2007) give a comprehensive review of advances in maritime transportation modeling problems, while Vacca et al (2010) give an overview of the berth allocation and crane assignment problems. To the best of our knowledge, the first paper relevant to modeling barge transportation is that of O'Brien and Crane (1959), who use a simulation model to determine the allocation of tug boats and determine the optimal number of barge loads on the Ohio and Mississippi rivers. Schwartz (1968) describes a transshipment-scheduling model that minimizes barge fleet costs, but he notes that his model is so complex that it could not be used given the current technology, despite some significant simplifications, such as infinite fleet capacity and a homogenous fleet.…”
Section: Maritime and Barging Problemsmentioning
confidence: 99%
“…As tools for identifying adequate solutions, optimization and simulation models can be found in many transportation studies in the field of inland waterway transport. A case history of an operations research study of a barge line has been provided by O'Brien and Crane (1). A discrete programming model for moving accepted cargoes from origin to destinations within an allotted time at minimum barge-line fleet costs has been developed (2).…”
Section: Literature Reviewmentioning
confidence: 99%
“…Relevant studies include Brown et al [2], Nulty and Ratliff [10], Cline et al [11], and Williams [12]. O'Brien and Crane [13] dealt with the ship scheduling problem of barges and towing boats. Millar and Gunn [14] used mixed integer programming and heuristic methods to dispatch the fleet of towing-net fishing boats.…”
Section: Navy Fleet Schedulingmentioning
confidence: 99%
“…For example, in Table IV, the optimal allocation amount of coal supply in January is 23,400 tonnes, and the coal is shipped by Panamax (loading capacity is 57,000 of tonnes). Since the inventory amount left from the previous year is only 13,500 tonnes and is not for allocation, the allocation amount will be made up in March. However, since the vessel remains under-loaded for shipping, the rest of the capacity is made up by the allocation amount for June before it reaches the capacity for shipping.…”
Section: Allocation Of the Schedule Of Voyagesmentioning
confidence: 99%