4.0 Article

Integrated storage space allocation and ship scheduling problem in bulk cargo terminals

Journal

IIE TRANSACTIONS
Volume 48, Issue 5, Pages 428-439

Publisher

TAYLOR & FRANCIS INC
DOI: 10.1080/0740817X.2015.1063791

Keywords

Benders decomposition; variable reduction tests; valid inequality; integer programming; heuristics

Funding

  1. Fund for Innovative Research Groups of the Natural Science Foundation of China [71321001]
  2. Major International Joint Research Project of the National Natural Science Foundation of China [71520107004]

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This study is motivated by the practices of large iron and steel companies that have steady and heavy demands for bulk raw materials, such as iron ore, coal, limestone, etc. These materials are usually transported to a bulk cargo terminal by ships (or to a station by trains). Once unloaded, they are moved to and stored in a bulk material stockyard, waiting for retrieval for use in production. Efficient storage space allocation and ship scheduling are critical to achieving high space utilization, low material loss, and low transportation costs. In this article, we study the integrated storage space allocation and ship scheduling problem in the bulk cargo terminal. Our problem is different from other associated problems due to the special way that the materials are transported and stored. A novel mixed-integer programming model is developed and then solved using a Benders decomposition algorithm, which is enhanced by the use of various valid inequalities, combinatorial Benders cuts, variable reduction tests, and an iterative heuristic procedure. Computational results indicate that the proposed solution method is much more efficient than the standard solution software CPLEX.

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