Abstract
The research performed in this paper was carried out to investigate the computational procedure to design seakeeping optimized ship hull form. To reach the optimized hull form, four stages should be done, which consists of: generate alternative hull form, seakeeping calculations, objective functions and optimization techniques. There are many parameters that may be determined in ship hull form optimization. This paper deals with developed strip theory for determining the seakeeping performance, genetic algorithm (GA) as optimization method, high order equations for curve fitting of the hull form and finally reaching to the minimum bow vertical motion in regular head waves. The Wigley hull is selected as an initial hull and carried to be optimized. Two cases are considered. For the first case, the only form coefficients of the hull (C B , C M , C W , C P ) are changed and main dimensions (L, B, T) are fixed. In the second case both hull form and main dimensions are varied simultaneously. Finally, optimized hull form and its seakeeping performances are presented. The results of optimization procedure demonstrate that the optimized hull forms yield a reduction in vertical motion and acceleration.
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Bagheri H (2013). Optimization of displacement vessel hull forms from view point of seakeeping. Master thesis, Department of Ocean Engineering, Amirkabir University of Technology, Tehran, 110–120.
Bales NK (1980). Optimizing the seakeeping performance of destroyer-type hulls. Thirteenth ONR Symposium on Naval Hydrodynamics, Tokyo, 479–503.
Eiben AE, Smith JE (2003). Introduction to evolutionary computing. 1st ed., Springer, Natural Computing Series, Berlin.
Frank W (1967). Oscillation of cylinders in or below the free surface of deep fluids. Naval Ship Research and Development Center, Report No. 2375.
Gammon MA (2011). Optimization of fishing vessels using a multi-objective genetic algorithm. Journal of Ocean Engineering, 38(10), 1054–1064.
Grigoropoulos GJ (2004). Hull form optimization for hydrodynamic performance. Marine Technology, 41(4), 167–182.
Grigoropoulos GJ, Chalkias DS (2010). Hull-form optimization in calm and rough water. Journal of Computer-Aided Design, 42(11), 977–984.
Grigoropoulos GJ, Loukakis TA (1988). A new method for developing hull forms with superior seakeeping qualities. Proceedings of CADMO 88, Southampton, 501.
Journée J (1992). Experiments and calculations on 4 Wigley hull forms in head waves. Ship Hydromechanics Laboratory, Delft University of Technology, Report 0909.
Kukner A, Sariöz K (1995). High speed hull form optimization for seakeeping. Advance Engineering Software, 22, 179–189.
Lackenby H (1950). On the systematic geometrical variation of ship forms. Trans. RINA, 92, 289–315.
Mahmood S, Huang D (2012). Computational fluid dynamics based bulbous bow optimization using a genetic algorithm. Journal of Marine Science and Application, 11(3), 286–294.
Özüm S, Şener B, Yilmaz H (2011). A parametric study on seakeeping assessment of fast ships in conceptual design stage. Ocean Engineering, 38, 1439–1447.
Peacock D, Smith WF, Pal PK (1997). Minimal ship motion hull-form design for high speed using multi-criteria optimization techniques. Proceedings of Fourth International Conference on Fast Sea Transportation (FAST’97), Sydney, Australia, 2, 653–660.
Salvesen N, Tuck EO, Faltinsen OM (1970). Ship motions and sea loads. Transactions Society of Naval Architects and Marine Engineers, 78, 250–287.
Sariöz K, Sariöz E (2006). Practical seakeeping performance measures for high speed displacement vessels. Naval Engineering Journal, 118(4), 23–36.
Zakerdoost H, Ghassemi H, Ghiasi M (2013). An evolutionary optimization technique applied to resistance reduction of the ship hull form. Journal of Marine Science and Application, 12(2), 170–179.
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Hassan Bagheri has graduated MSc of ocean engineering, Amirkabir University of Technology (AUT), in the field of marine hydrodynamics. Now, he is PhD candidate at AUT and working on the ship seakeeping, hull form optimization, hydrodynamics numerical method.
Hassan Ghassemi is working at department of ocean engineering, Amirkabir University of Technology (AUT), as associate professor. His current research interests include marine propulsor design, propeller theory, high-speed crafts, numerical methods and optimization techniques. He is head of marine research center of AUT.
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Bagheri, H., Ghassemi, H. Optimization of Wigley hull form in order to ensure the objective functions of the seakeeping performance. J. Marine. Sci. Appl. 13, 422–429 (2014). https://doi.org/10.1007/s11804-014-1275-5
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DOI: https://doi.org/10.1007/s11804-014-1275-5