The race of taking more cargo on a ship has increased the size of ships as well as other aspects, such as their capacity and structural complexity, which affect the stability of ships. For naval architects and academics, accurately predicting seakeeping performances is difficult. In order to address this, the seakeeping performance of a container ship hall built by Korea Research Institute for Ships and Ocean Engineering (KRISO), i.e., KRISO container ship hall (KCS) is described in this research utilizing a numerical method. Maxsurf software based on strip theory was used to determine the results, where the containership hull was considered and input motions were applied with appropriate boundary conditions. Later, the ship's heading and speed were changed to see the effect of the seakeeping performance of the container ship. The current study is concentrated on systematic comparative research on the investigation of the ship's pitch, heave, and roll movements in irregular waves. It has been found that rolling motion was the highest at 22 kn at the 60° heading angle, potentially affecting ship stability. The significant amplitude analysis indicates that the roll motion is the largest at 60° of wave direction. The pitch motion response and the heave motion are near for each heading angle when the wave frequency exceeds 0.5 and 1 rad/s, respectively. The calculation findings show that seakeeping performance is directly related to ship direction and speed. Furthermore, threatening heading angles during sailing are classified, which could also help in enhancing ship stability.
REFERENCES
1.
Y.
Zheng
,
P.
Liu
,
L.
Qian
,
S.
Qin
,
X.
Liu
,
Y.
Ma
, and
G.
Cheng
, “
Recognition and depth estimation of ships based on binocular stereo vision
,” J. Mar. Sci. Eng.
10
, 1153
(2022
).2.
S.
Liu
and
A.
Papanikolaou
, “
On nonlinear simulation methods and tools for evaluating the performance of ships and offshore structures in waves
,” J. Appl. Math.
2012
, 1
–21
.3.
S.
Rui
,
Z.
Zhou
,
H. P.
Jostad
,
L.
Wang
, and
Z.
Guo
, “
Numerical prediction of potential 3-dimensional seabed trench profiles considering complex motions of mooring line
,” Appl. Ocean Res
139
, 103704
(2023
).4.
Z.
Dai
,
J.
Xie
, and
M.
Jiang
, “
A coupled peridynamics–smoothed particle hydrodynamics model for fracture analysis of fluid–structure interactions
,” Ocean Eng.
279
, 114582
(2023
).5.
B.
Zhou
,
K.
Ding
,
J.
Wang
,
L.
Wang
,
P.
Jin
, and
T.
Tang
, “
Experimental study on the interactions between wave groups in double-wave-group focusing
,” Phys. Fluids
35
, 037118
(2023
).6.
B. V.
Korvin-Kroukovsky
and
E. V.
Lewis
, Ship Motions in Regular and Irregular Seas
(
Defense Technical Information Center
,
Fort Belvoir, VA
, 1954
).7.
N.
Salvesen
,
E.
Tuck
, and
O.
Faltinsen
, “
Ship motions and sea loads
,” Trans. SNAME
78
, 250
–287
(1970
).8.
J.
Gerritsma
and
W.
Beukelman
, “
Analysis of the modified strip theory for the calculation of ship motions and wave bending moments12
,” Int. Shipbuild. Prog.
14
, 319
–337
(1967
).9.
T.
Ogilvie
and
E.
Tuck
, A Rational Strip Theory of Ship Motions: Part I
(
University of Michigan
, 1969
).10.
D. S.
Holloway
and
M. R.
Davis
, “
Ship motion computations using a high Froude number time domain strip theory
,” J. Ship. Res.
50
, 15
–30
(2006
).11.
J. J.
Jensen
,
P. T.
Pedersen
,
B.
Shi
,
S.
Wang
,
M.
Petricic
, and
A. E.
Mansour
, “
Wave induced extreme hull girder loads on containerships
,” paper presented at the SNAME Maritime Convention, Houston, Texas, USA
, 17 October (2008
).12.
J.
Prpić-Oršić
and
O. M.
Faltinsen
, “
Estimation of ship speed loss and associated CO2 emissions in a seaway
,” Ocean Eng.
44
, 1
–10
(2012
).13.
P. J.
Bandyk
and
G. S.
Hazen
, “
A forward-speed body-exact strip theory
,” in Vol. 11 Prof. Robert F. Beck Honoring Symposium on Marine Hydrodynamics
(
American Society of Mechanical Engineers
, 2015
).14.
15.
O. M.
Faltinsen
, Hydrodynamics of High-Speed Marine Vehicles
(
Cambridge University Press
,
Cambridge, UK
, 2009
).16.
Y.-H.
Lin
and
C.-W.
Lin
, “
Numerical simulation of seakeeping performance on the preliminary design of a semi-planing craft
,” J. Mar. Sci. Eng.
7
, 199
(2019
).17.
J. L.
Hess
and
A. M. O.
Smith
, “
Calculation of nonlifting potential flow about arbitrary three-dimensional bodies
,” J. Ship. Res.
8
, 22
–44
(1964
).18.
G. E.
Gadd
, “
A method of computing the flow and surface wave pattern around full forms
,” Trans. R. Inst. Nav. Archit.
18
, 207
–219
(1976
).19.
C. W.
Dawson
, “
A practical computer method for solving ship-wave problems
,” in Proceedings of the Second International Conference on Numerical Ship Hydrodynamics
(University of California, Berkeley, 1977
), pp. 30
–38
.20.
D. E.
Nakos
,
D. E.
Kring
, and
P. D.
Sclavounos
, “
Rankine panel method for time-domain free surface flows
,” in Proceedings of the 6th International Conference on Numerical Ship Hydrodynamics
,
Iowa, USA
(The National Academies Press, 1993
), pp. 614
–634
.21.
X.
Zhang
,
P.
Bandyk
, and
R. F.
Beck
, “
Large amplitude body motion computations in the time-domain
,” in 9th International Conference on Numerical Ship Hydrodynamics
,
Michigan, USA
(Department of Naval Architecture and Marine Engineering, University of Michigan, 2007
).22.
H.
Söding
,
A.
von Graefe
,
O.
el Moctar
, and
V.
Shigunov
, “
Rankine source method for seakeeping predictions
,” in Vol. 4 Offshore Geotechnics; Ronald W. Yeung Honoring Symposium on Offshore Ship Hydrodynamics
(
American Society of Mechanical Engineers
, 2012
).23.
T.
Mei
,
M.
Candries
,
E.
Lataire
, and
Z.
Zou
, “
Numerical study on hydrodynamics of ships with forward speed based on nonlinear steady wave
,” J. Mar. Sci. Eng.
8
, 106
(2020
).24.
C.
Zong
and
Z.
Wan
, “
Container ship cell guide accuracy check technology based on improved 3D point cloud instance segmentation
,” Brodogradnja
73
, 23
–35
(2022
).25.
C.
Mi
,
S.
Huang
,
Y.
Zhang
,
Z.
Zhang
, and
O.
Postolache
, “
Design and implementation of 3-D measurement method for container handling target
,” J. Mar. Sci. Eng.
10
, 1961
(2022
).26.
G. B.
Deng
,
P.
Queutey
, and
M.
Visonneau
, “
RANS prediction of the KVLCC2 tanker in head waves
,” J. Hydrodyn. B
22
, 459
–464
(2010
).27.
J.
Choi
and
S. B.
Yoon
, “
Numerical simulations using momentum source wave-maker applied to RANS equation model
,” Coast. Eng.
56
, 1043
–1060
(2009
).28.
Y.
Sato
,
H.
Miyata
, and
T.
Sato
, “
CFD simulation of 3-dimensional motion of a ship in waves: Application to an advancing ship in regular heading waves
,” J. Mar. Sci. Technol.
4
, 108
–116
(2000
).29.
C. D.
Simonsen
,
J. F.
Otzen
,
S.
Joncquez
, and
F.
Stern
, “
EFD and CFD for KCS heaving and pitching in regular head waves
,” J. Mar. Sci. Technol.
18
, 435
–459
(2013
).30.
A.
Lungu
, “
Unsteady numerical simulation of the behavior of a ship moving in head sea
,” in Vol. 2: CFD and FSI
(
American Society of Mechanical Engineers
, 2019
).31.
A.
Bekhit
and
A.
Lungu
, “
URANSE simulation for the seakeeping of the KVLCC2 ship model in short and long regular head waves
,” IOP Conf. Ser. Mater. Sci. Eng.
591
, 12102
(2019
).32.
K.
Hochkirch
and
B.
Mallol
, “
On the importance of full-scale CFD simulations for ships
,” in 11th International Conference on Computer and IT Applications in the Maritime Industries (COMPIT)
(Technische Universität Hamburg-Harburg, 2013
).33.
T.
Tezdogan
,
Y. K.
Demirel
,
P.
Kellett
,
M.
Khorasanchi
,
A.
Incecik
, and
O.
Turan
, “
Full-scale unsteady RANS CFD simulations of ship behaviour and performance in head seas due to slow steaming
,” Ocean Eng.
97
, 186
–206
(2015
).34.
35.
J. M. J.
Journee
and
W.
Massie
,
Introduction in offshore hydromechanics (OT3600)
, TUDelft, Ship Hydromechanics Laboratory, Report No. 1267-K (2001
).36.
W. U.
Xiao-ping
, “
Direct calculation of wave load based on slice theory
,” Shanghai Shipbuild.
5
, 21
–25
(2010
).37.
J.
Parunov
,
I.
Senjanovic
, and
M.
Pavicevic
, “
Determination of design wave bending moments by hydrodynamic analysis
,” in 16th Symposium on Theory and Practice of Naval Architecture 2004
(University of Zagreb, Department Naval Arch. and Marine Technology, 2004
).38.
F.
Pacuraru
,
L.
Domnisoru
, and
S.
Pacuraru
, “
On the comparative seakeeping analysis of the full scale KCS by several hydrodynamic approaches
,” J. Mar. Sci. Eng.
8
, 962
(2020
).39.
E. V.
Lewis
, Principles of Naval Architecture: Stability and Strength
(
Society of Naval Architects & Marine Engineers
, 1988
).© 2023 Author(s). Published under an exclusive license by AIP Publishing.
2023
Author(s)
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