A Unified Approach to Estimate Ship Maneuverability and Seakeeping in Regular Waves

Xu Yong , Peng Yang , Zhenhan Zhou , Zhengxin Huang , Dongwei Wu

Journal of Marine Science and Application ›› : 1 -21.

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Journal of Marine Science and Application ›› :1 -21. DOI: 10.1007/s11804-026-00857-y
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A Unified Approach to Estimate Ship Maneuverability and Seakeeping in Regular Waves
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Abstract

Aiming to solve the complex ship motions in waves under rudder operation, a six degrees of freedom unified method coupling ship maneuverability and seakeeping is applied. The numerical simulation model and in-house codes OpenWALAS is developed to predict ship maneuverability in calm water and regular waves combining potential flow theory and boundary element method. The nonlinear incident wave forces and hydrostatic restoring forces on ship hulls are calculated through pressure integration on instantaneous wetted surfaces. The second-order wave drift forces are obtained through the far-field method. Based on the unified theory, the seakeeping and maneuvering model is solved in body-fixed coordinate system to predict the ship motion response in calm water and regular waves, by considering rudder forces, wave exciting forces, centrifugal forces and Coriolis forces. Turning simulations of an ONRT naval ship and a KCS container ship with ±35° in calm water and regular waves are presented, including the wave-induced motions and turning trajectories, which are validated by the available experimental data in public literatures. It’s concluded that the present method and novel in-house numerical codes can be applied to predict ship maneuvering behavior in calm water and regular waves with practical accuracy.

Keywords

Unified theory / Maneuverability / Nonlinear motion / Second-order drift force / Ship turning / Regular waves

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Xu Yong, Peng Yang, Zhenhan Zhou, Zhengxin Huang, Dongwei Wu. A Unified Approach to Estimate Ship Maneuverability and Seakeeping in Regular Waves. Journal of Marine Science and Application 1-21 DOI:10.1007/s11804-026-00857-y

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References

[1]

Araki M, Sadat-Hosseini H, Sanada Y, Tanimoto KJ, Umeda NY, Stern F. Estimating maneuvering coefficients using system identification methods with experimental, system-based, and CFD free-running trial data. Ocean Engineering, 2012, 51: 63-84

[2]

Bailey PA, Price WG, Temarel P. A unified mathematical model describing the manoeuvring of a ship travelling in a seaway. Trans. R. Inst. Nav. Archit., 1997, 140: 131-149

[3]

Chen JK, Zhang GD, Duan WY. Numerical study of wave drift load and turning characteristics of KVLCC2 ship in regular waves based on TEBEM. Journal of Marine Science and Engineering, 2022, 10(7): 993

[4]

Chillcce G, Moctar OE. A numerical method for manoeuvring simulation in regular waves. Ocean Engineering, 2018, 170: 434-444

[5]

Cummins WE. The impulse response function and ship motions, 1962, USA. David Taylor Model Basin, Hydromechanics Laboratory1661

[6]

Fossen TI. Maneuvering coefficient estimation from frequency-dependent added mass and damping: A power-based approach. Ocean Engineering, 2025, 341(1): 122494

[7]

Hasnan MAA, Yasukawa H, Hirata N. Study of ship turning in irregular waves. J Mar Sci Technol., 2020, 25: 1024-1043

[8]

Hirano M, Takashina J, Takaishi Y. Ship turning trajectory in regular waves. West Japan Society of Naval Architects, 1980, 60: 17-31

[9]

Imlay FH. The complete expressions for added mass of a rigid body moving in an ideal fluid, 1961, United States. David Taylor Naval Ship R & D Center

[10]

Guo HP. Research on the CFD-based modeling of 4-DoFMMG model and maneuverability prediction for a twin-propeller twin-rudder ship, 2019, Shanghai. Shanghai Jiao Tong University: 17-19

[11]

Kim D, Song S, Jeong B, Tezdogan T. Numerical evaluation of a ship’s manoeuvrability and course keeping control under various wave conditions using CFD. Ocean Engineering, 2021, 237: 109615

[12]

Kim DJ, Choi H, Yun K, Yeo DJ, Kim YG. Experimental study on turning characteristics of KVLCC2 tanker in long-crested irregular waves. Ocean Engineering, 2022, 244: 110362

[13]

Kim DJ, Yun K, Park JY, Yeo DJ, Kim YG. Turning characteristics of KVLCC2 in regular head and beam waves. Proceedings of the International Conference on Marine Simulation and Ship Manoeuvrability, 2018,

[14]

Larsson L, Stern F, Visonneau M. Numerical ship hydrodynamics. An Assessment of the Gothenburg 2010 Workshop, 2014, Netherlands. Springer

[15]

Lee SK, Fujino M. Assessment of a mathematical model for the manoeuvring motion of a twin-propeller twin-rudder ship. International Shipbuilding Progress, 2003, 50(1–2): 109-123

[16]

Lee SK, Fujino M, Fukasawa T (1988) A study on the manoeuvring mathematical model for a twin-propeller twin-rudder ship. Journal of the Society of Naval Architects of Japan (163): 109–118. DOI: https://doi.org/10.2534/jjasnaoe1968.1988.109

[17]

Ma CQ, Hino T, Ma N, Takagi Y. CFD investigation on the hydrodynamic loads and motions when ship maneuvers in regular and irregular waves. Ocean Engineering, 2022, 266(4): 113040

[18]

Maria A, Marco A, Silvia P. A numerical model of ship manoeuvring for the KVLCC2 hull, in regular and long-crested irregular waves. Ocean Engineering, 2025, 333: 121579

[19]

Mei T, Liu Y, Ruiz MT, Lataire E, Vantorre M, Chen C, Zou Z. A hybrid method for predicting ship maneuverability in regular waves. ASME. J. Offshore Mech. Arct. Eng., 2021, 143(2): 021203

[20]

Milanov E, Efremov D, Anastasov A. Experimental study on KCS container ship initial turning at low speed in regular waves. Maritime Technology and Research, 2021, 3(2): 102-119

[21]

Newman JN. The drift force and moment on ships in waves. Journal of Ship Research, 1967, 11(1): 51-60

[22]

Newman JN. Algorithms for the free-surface Green function. J. Eng. Math, 1985, 19: 57-67

[23]

Newman JN. The approximation of free-surface Green functions. Wave Asymptotic: Proceeding of the Fritz Ursell Retirement Meeting, 1990, 107-135

[24]

Okuda R, Yasukawa H, Matsuda A. Validation of maneuvering simulations for a KCS at different forward speeds using the 4-DOF MMG method. Ocean Engineering, 2023, 284: 115174

[25]

Paramesh S, Suresh R. A unified seakeeping and manoeuvring model with a PID controller for path following of a KVLCC2 tanker in regular waves. Applied Ocean Research, 2021, 116: 102860

[26]

Sarigul DO, Celik C, Kinaci OK, Sarioz K, Goren O. A system-based approach to estimate manoeuvring performance of naval ships supported by captive tests in regular waves. Ocean Engineering, 2025, 321: 120378

[27]

Seo M, Nam BW, Kim Y. Numerical Evaluation of Ship Turning Performance in Regular and Irregular Waves. ASME. J. Offshore Mech. Arct. Eng., 2020, 142(2): 021202

[28]

Skejic R, Faltinsen OM. A unified seakeeping and maneuvering analysis of ships in regular waves. J. Mar. Sci. Technol., 2008, 13(4): 371-394

[29]

Son K, Nomoto K. On the coupled motion of steering and rolling of a high speed container ship. J. Soc. Nav. Archit. Jpn., 1981, 150: 232-244

[30]

Subramanian R, Beck RF. A time-domain strip theory approach to maneuvering in a seaway. Ocean Engineering, 2015, 104: 107-118

[31]

Timman R, Newman JN. The coupled damping coefficients of a symmetric ship. J. Ship, Res., 1962, 5: 1-7

[32]

Umeda N, Hashimoto H. Qualitative aspects of nonlinear ship motions in following and quartering seas with high forward velocity. Journal of Marine Science and Technology, 2002, 6(3): 111-121

[33]

Wu YS. Hydroelasticity of Floating Bodies, 1984, U.K. Brunel University

[34]

Yang P, Gu XK, Ding J. 3D nonlinear hydroelastic response and load prediction of a large bulk carrier in time domain. Journal of Ship Mechanics, 2018, 22(12): 1495-1507

[35]

Yang P, Gu XK, Tian C, Cheng XM, Ding J. Numerical study of 3D pulsating source green function of finite water depth. Proceedings of the 33th International Conference on Offshore Mechanics and Arctic Engineering, OMAE2014-24703, 2014,

[36]

Yang P, Li JR, Gu XK, Wu DW. Application of the 3D timedomain Green’s function for finite water depth in hydroelastic mechanics. Ocean Engineering, 2019, 189: 106386

[37]

Yang P, Li JR, Wu DW, Zhang W. Irregular frequency elimination of three-dimensional hydroelasticity in frequency domain. Ocean Engineering, 2020, 196: 106817

[38]

Yasukawa H, Hasnan MAA, Matsuda A. Validation of 6-DOF motion simulations for ship turning in regular waves. J Mar Sci Technol, 2021, 26: 1096-1111

[39]

Yasukawa H, Yoshimura Y. Introduction of MMG Standard Method for Ship Maneuvering Predictions. J. Mar. Sci. Technol., 2015, 20(1): 37-52

[40]

Yu JW, Yao CB, Zhou YJ, Dong GH, Zhang ZG, Feng DK. A hybrid numerical framework of potential and viscous flows for simulations of free running surface ship maneuvering in waves. Ocean Engineering, 2024, 301: 117465

[41]

Yu LW, Wang SQ, Ma N. Study on wave-induced motions of a turning ship in regular and long-crest irregular waves. Ocean Engineering, 2021, 225: 108807

[42]

Zhang YL, Xu HH, Law YZ, Santo H, Magee A. Hydrodynamic analysis and validation of the floating DeepCwind semi-submersible under 3-h irregular wave with the HOS and CFD coupling method. Ocean Engineering, 2023, 287(1): 115701

[43]

Zhang ZH, Li ZHE, Du Y, Jiang XB. A rapid motion forecast strategy for ships in waves using seakeeping and maneuvering modules. Ocean Engineering, 2024, 309(2): 118539

[44]

Zhou X, Zou L, Ouyang ZL, Liu SY, Zou ZJ. Nonparametric modeling of ship maneuvering motions in calm water and regular waves based on R-LSTM hybrid method. Ocean Engineering, 2023, 285(1): 115259

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Harbin Engineering University and Springer-Verlag GmbH Germany, part of Springer Nature

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