Solving the problem of optimizing ship characteristics by the method of successive concessions

Authors

DOI:

https://doi.org/10.24866/2227-6858/2023-1/50-57

Keywords:

ship design, multicriteria optimization, successive concessions method, functional efficiency, vessel characteristics

Abstract

On a numerical example, the application of the method of successive concessions for solving a multicriteria problem of optimizing the design characteristics of a marine cargo ship is considered. The previously developed mathematical model for the design of a ship intended for the carriage of bulk cargo (bulk carrier) was taken as a basis. As optimized variables, the main dimensions, the coefficient of overall completeness and the design travel speed were considered. The purpose of the study was to demonstrate the possibilities of the method of successive concessions in relation to solving ship design problems in a multi-criteria setting, followed by an analysis of the values of partial optimality criteria and optimized variables. Calculations were made for two and four indicators characterizing the functional and economic efficiency of the vessel. It is shown that reaching a compromise is possible by assigning appropriate values of concessions (to a greater extent based on subjective assessments) for particular optimality criteria. Calculations confirm that the smaller the concession, the more stringent the priority of the criterion under consideration and the smaller the change in other indicators under consideration.

Author Biographies

  • MAKSIM V. KITAEV, Far Eastern Federal University

    Candidate of Engineering Sciences, Associate Professor

  • IGOR A. NOVOSELTCEV, Far Eastern Federal University

    Postgraduate Student

  • VALERIYA A. STAROVEROVA, Far Eastern Federal University

    Postgraduate Student

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Published

2023-03-31

Issue

Section

Ship Design, Construction of Vessels

How to Cite

1.
Solving the problem of optimizing ship characteristics by the method of successive concessions. Вестник Инженерной школы ДВФУ [Internet]. 2023 Mar. 31 [cited 2024 Dec. 5];1(1(54):50-7. Available from: https://journals.dvfu.ru/vis/article/view/599