Parametric Hull Form Optimization of Containerships for Minimum Resistance in Calm Water and in Waves

Yanxin Feng , Ould el Moctar , Thomas E. Schellin

Journal of Marine Science and Application ›› 2021, Vol. 20 ›› Issue (4) : 670 -693.

PDF
Journal of Marine Science and Application ›› 2021, Vol. 20 ›› Issue (4) : 670 -693. DOI: 10.1007/s11804-021-00243-w
Research Article

Parametric Hull Form Optimization of Containerships for Minimum Resistance in Calm Water and in Waves

Author information +
History +
PDF

Abstract

This paper described the process of generating the optimal parametric hull shape with a fully parametric modeling method for three containerships of different sizes. The newly created parametric ship hull was applied to another ship with a similar shape, which greatly saved time cost. A process of selecting design variables was developed, and during this process, the influence of these variables on calm water resistance was analyzed. After we obtained the optimal hulls, the wave added resistance and motions of original hulls and optimal hulls in regular head waves were analyzed and compared with experimental results. Computations of the flow around the hulls were obtained from a validated nonlinear potential flow boundary element method. Using the multi-objective optimization algorithm, surrogate-based global optimization (SBGO) reduced the computational effort. Compared with the original hull, wave resistance of the optimal hulls was significantly reduced for the two larger ships at Froude numbers corresponding to their design speeds. Optimizing the hull of the containerships slightly reduced their wave added resistance and total resistance in regular head waves, while optimization of their hulls hardly affected wave-induced motions.

Keywords

Parametric hull / Optimization / Wave added resistance / DAKOTA / Surrogate-based global optimization

Cite this article

Download citation ▾
Yanxin Feng, Ould el Moctar, Thomas E. Schellin. Parametric Hull Form Optimization of Containerships for Minimum Resistance in Calm Water and in Waves. Journal of Marine Science and Application, 2021, 20(4): 670-693 DOI:10.1007/s11804-021-00243-w

登录浏览全文

4963

注册一个新账户 忘记密码

References

[1]

Adams, Brian, Bohnhoff, William, Dalbey, Keith, Ebeida, Mohamed, Eddy, John, Eldred, Michael, Hooper, Russell, Hough, Patricia, Hu, Kenneth, Jakeman, John, Khalil, Mohammad, Maupin, Kathryn, Monschke, Jason A., Ridgway, Elliott, Rushdi, Ahmad, Seidl, Daniel, Stephens, John, and Winokur, Justin. Dakota, A Multilevel Parallel Object-Oriented Framework for Design Optimization, Parameter Estimation, Uncertainty Quantification, and Sensitivity Analysis: Version 6.13 User's Manual. United States: N. p., 2020. https://doi.org/10.2172/1817318

[2]

Brizzolara S, Vernengo G, Pasquinucci C, Haries S (2015). Significance of parametric hull form definition on hydrodynamic performance optimization. A: MARINE VI: proceedings of the VI International Conference on Computational Methods in Marine Engineering. CIMNE, 2015, p. 254–265. Retrieved from http://hdl.handle.net/2117/332280. Accessed 16 Dec 2021 

[3]

Chen J, Yu C, Chen L. Study of trim optimization based on design of experiments and RANS simulation, 2019, Hamburg: 11th International Workshop on Ship and Marine Hydrodynamics

[4]

DNVGL (2015) Rules for Classification of Ships. Part 3 Hull, Chapter 14 Rudders and Steering, 1-48. Edition October 2015, amended January 2017. https://rules.dnv.com/docs/pdf/DNV/ru-ship/2017-01/DNVGL-RU-SHIP-Pt3Ch14.pdf

[5]

Dogrul A, Song S, Demirel YK. Scale effect on ship resistance components and form factor. Ocean Eng, 2020, 209: 107428

[6]

El Moctar O, Schigunov V, Zorn T. Duisburg test case: Post-panamax container ship for benchmarking. Ship Technol Res, 2012, 59(3): 50-64

[7]

El Moctar O, Sigmund S, Lay J, Schellin TE. Numerical and experimental analysis of added resistance of ships in waves. J Offshore Mech Arctic Eng, 2017, 139(1): 011301

[8]

Feng Y, El Moctar O, Schellin TE. Hydrodynamic optimisation of a multi-purpose wind offshore supply vessel. Ship Technol Res, 2020, 67(2): 69-83

[9]

Feng Y, El Moctar O, Schellin TE. Hydrodynamic optimization of a containership. Int Conf Offshore Mech Arctic Eng, 2020, 84331: V02BT02A017

[10]

Fonseca N, Guedes Soares C. Experimental investigation of the nonlinear effects on the vertical motions and loads of a containership in regular waves. J Ship Res, 2004, 48(2): 118-147

[11]

Forrester AI, Keane AJ. Recent advances in surrogate-based optimization. Prog Aerosp Sci, 2009, 45(1-3): 50-79

[12]

Fujii H. Experimental study on the resistance increase of a ship in regular oblique waves, 1975, Ottawa: Proceeding of the 14th ITTC, 351-360

[13]

Gaggero ST, Villa D, Viviani M. The Kriso container ship (KCS) test case: an open source overview. VI International Conference on Computational Methods in Marine Engineering, 2015, Rome: MARINE, 735-749

[14]

Hachmann D. Calculation of pressures on a ship's hull in waves. Ship Techonol Res, 1991, 38: 111-133

[15]

Harries S (1998). Parametric design and hydrodynamic optimization of ship hull forms. PhD thesis, Institut fur Schiffs-und Meerestechnik, Technische Universitat Berlin, Berlin.

[16]

Harries S, Abt C. Parametric curve design applying fairness criteria. International workshop, Creating fair and shape-preserving curves and surfaces, 1998, Stuttgart: Teubner Verlag, 67-78

[17]

Heinrich S. A 3-D Rankine source seakeeping method. Ship Technol Res, 2009, 56(2): 50-68

[18]

Heinrich S, Schigunov V, Schellin TE, El Moctar O. Rankine source method for seakeeping predictions. Am Soc Mech Eng, 2012, 44915: 449-460

[19]

Heinrich S, Schigunov V, Schellin TE, El Moctar O. A Rankine panel method for added resistance of ships in waves. J Offshore Mech Arctic Eng, 2014, 136(3): 031601

[20]

Hughes G. Friction and form resistance in turbulent flow and a proposed formulation for use in model and ship correlation. Institution of Naval Architects, 1954, London: RINA Transactions, 1954-1916

[21]

ISMT (2012) Retrieved from Institute of Ship Technology, Ocean Engineering Transport Systems, University Duisburg-Essen. http://www.uni-due.de/ISMT/. Accessed 16 Dec 2021 

[22]

ITTC Report of the specialist Committee of Extreme Ship Motions and Capsizing, 2002, Venice: 23rd International Towing Tank Conference

[23]

ITTC (2002b). Testing and extrapolation methods, resistance test. ITTC-Recommanded Procedures and Guidelines, 7.5-02.02.01, 23rd ITTC.

[24]

Kim W, Van S, Kim D. Measurement of flows around modern commercial ship models. Exp Fluids, 2001, 31(5): 567-578

[25]

Kim M, Hizir O, Turan O, Day S, Incecik A. Estimation of added resistance and ship speed loss in a seaway. Ocean Eng, 2017, 141: 465-476

[26]

Kracht A. Design of bulbous bows. SNAME Trans, 1978, 86(1): 197-217

[27]

Kracht A, Jacobsen A. D-series systematic experiments with models of fast twin-screw displacement ships. Soc Naval Architects Mar Eng, 1992, 100: 199-222

[28]

Kume KI. Measurements of surface pressure and local velocity field around a KCS model and uncertainty analysis, 2000, Gothenburg: Proceedings, Gothenburg 2000 - Workshop on Numerical Ship Hydrodynamics

[29]

Larsson L, Stern F, Betram V. Benchmarking of computational fluid dynamics for ship flows: the Gothenburg 2000 Workshop. J Ship Res, 2003, 47(1): 63-81

[30]

MOERI (2008). MOERI Container Ship (KCS). Retrieved from http://www.simman2008.dk/KCS/container.html. Accessed 16 Dec 2021 

[31]

Nakamura S, Naito S. Propulsive performance of a container ship in waves. J Soc Naval Architects Jpn, 1977, 15: 24-48

[32]

Nowacki H (1977) Ship lines creation by computer-objectives, methods, and results. Symposium on Computer-Aided Hull Surface Definition. Retrieved from https://ci.nii.ac.jp/naid/10030565389/en/. Accessed 16 Dec 2021. 

[33]

Papanikolaou A, Liu S (2010) On the prediction of added resistance of ships in waves. William Froude Conf: Adv Theor Appl Hydrodyn–Past, Future. https://doi.org/10.1016/j.oceaneng.2010.12.007

[34]

Queipo NV, Haftka RT, Shyy W, Goel T, Vaidyanathan R, Tucker PK. Surrogate-based analysis and optimization. Prog Aerosp Sci, 2005, 41(1): 1-28

[35]

Riesner M, El Moctar O. A time domain boundary element method for wave added resistance of ships taking into account viscous effects. Ocean Eng, 2018, 162: 290-303

[36]

Riesner M, El Moctar O, Schellin TE. Design related speed loss and fuel consumption of ships in seaways, 2018, Lisbon: Progress in Maritime Technology and Engineering: Proceedings of the 4th International Conference on Maritime Technology and Engineering

[37]

Riesner M, Chillcce G, El Moctar O. Rankine source time domain method for nonlinear ship motions in steep oblique waves. Ships Offshore Struct, 2019, 14(3): 295-308

[38]

Rotteveel E, van der Ploeg A, Hekkenberg R. Optimization of ships in shallow water with viscous flow computa-tions and surrogate modeling, 2016, Copenhagen: 13th International Symposium on Practical Design of Ships and Other Floating Structures

[39]

Sadat-Hosseini H, Toxopeus S, Kim DH, Catiglione T, Sanada Y, Stocker M, Simonsen C, Otzen JF, Toda Y, Stern F. Experiments and computations for KCS added resistance for variable heading, 2015, Rhode Island: Procceding of the 5th World Maritime Technology Conference

[40]

Scholcz TP, Veldhuis CH. Multi-objective surrogate based hull-form optimization using high-fidelity RANS computations, 2017, Barcelona: MARINE, 231-242

[41]

Scholcz TP, Gornicz T, Veldhuis CH. Multi-objective hull-form optimization using Kriging on noisy computer experiments, 2015, Rome: International Conference on Computational Methods in Marine Engineering, 1064-1077

[42]

Simonsen CD, Otzen JF, Joncquez S, Stern F. EFD and CFD for KCS heaving and pitching in regular head waves. J Mar Sci Technol, 2013, 18(4): 435-459

[43]

Somayajula A, Guha A, Falzarano J, Chun HH, Jung KH. Added resistance and parametric roll prediction as a design criteria for energy efficient ships. Ocean Syst Eng, 2014, 4(2): 117-136

[44]

Tun TY (2016). Ship hull optimization in calm water and moderate sea states. Master thesis, Rostock.

[45]

Van S. Measurement of flows around a 3600TEU container ship model. Proceedings, Annual Autumn Meeting, 1997, Seoul: SNAK, 300-304

[46]

Van S. Flow measurement around a 300K VLCC model, 1998, Ulsan: Proceedings of the Annual Spring Meeting, 185-188

[47]

Van S. Experimental investigation of the flow characteristics around practical hull forms, 1998, Osaka: Third Osaka Colloquium on Advanced CFD Applications to Ship Flow and Hull Form Design

[48]

Zhang ZR. Verification and validation for RANS simulation of KCS container ship without/with propeller. J Hydrodyn, 2010, 22(1): 889-896

Funding

Universität Duisburg-Essen (3149)

AI Summary AI Mindmap
PDF

158

Accesses

0

Citation

Detail

Sections
Recommended

AI思维导图

/