Hull-form optimization using parametric modification functions and particle swarm optimization
详细信息    查看全文
  • 作者:Hee-Jung Kim ; Jung-Eun Choi ; Ho-Hwan Chun
  • 关键词:Hull ; form optimization ; Parametric modification function ; SQP ; PSO ; KCS ; KVLCC2
  • 刊名:Journal of Marine Science and Technology
  • 出版年:2016
  • 出版时间:March 2016
  • 年:2016
  • 卷:21
  • 期:1
  • 页码:129-144
  • 全文大小:3,194 KB
  • 参考文献:1.Zakerdoost H, Ghassemi H, Ghiasi M (2013) Ship hull form optimization by evolutionary algorithm in order to diminish the drag. J Mar Sci Appl 12(2):170–179CrossRef
    2.Bagheri H, Ghassemi H, Dehghanian A (2014) Optimizing the seakeeping performance of ship hull forms using genetic algorithm. J Trans Navig 8(1):49–57
    3.Jeong SK, Kim HY (2013) Development of an efficient hull form design exploration framework. Math Probl Eng 2013:1–12
    4.Saha GK, Suzuki K, Kai H (2004) Hydrodynamic optimization of ship hull forms in shallow water. J Mar Sci Technol 9:51–62CrossRef
    5.Zhang BJ (2012) Research on optimization of hull lines for minimum resistance based on Rankine source method. J Mar Sci Technol 20(1):89–94
    6.Park DW, Choi HJ (2013) Hydrodynamic Hull Form Design Using an Optimization Technique. Int J Ocean Syst Eng 3(1):1–9CrossRef
    7.Tahara Y, Tohyama S, Katsui T (2006) CFD-based multi-objective optimization method for ship design. Int J Numer Methods Fluids 52(5):499–527CrossRef MATH
    8.Park JH, Choi JE, Chun HH (2015) Hull-form optimization of KSUEZMAX to enhance resistance performance. Int J Nav Archit Ocean Eng 7(1):100–114
    9.Han SH, Lee YS, Choi YB (2012) Hydrodynamic hull form optimization using parametric models. J Mar Sci Technol 17(1):1–17CrossRef MathSciNet
    10.Campana EF, Liuzzi G, Lucidi S, Peri D, Piccialli V, Pinto A (2009) New global optimization methods for ship design problems. Optim Eng 10:533–555CrossRef MATH
    11.Pinto A, Peri D, Campana EF (2007) Multiobjective optimization of a containership using deterministic particle swarm optimization. J Ship Res 51(3):217–228
    12.Kim HJ, Yang C, Kim HY, Chun, HH (2012) Hydrodynamic optimization of ship hull form using finite element method, and variable fidelity models. In: Proc. of international society of offshore and polar engineers (ISOPE). Rhodes
    13.Grigoropoulos GJ, Chalkias DS (2010) Hull-form optimization in calm and rough water. J Comput Aided Des 42(11):977–984CrossRef
    14.Tahara Y, Stern F, Himeno Y (2004) Computational fluid dynamics-based optimization of surface combatant. J Ship Res 48(4):273–287
    15.Campana EF, Peri S, Tahara Y, Stern F (2006) Shape optimization in ship hydrodynamics using computational fluid dynamics. Comput Methods Appl Mech Eng 196:634–651CrossRef MATH
    16.Li SZ, Zhao F, Ni QJ (2013) Multiobjective optimization for ship hull form design using SBD technique. CMES 92(2):123–149
    17.Tahara Y, Peri D, Campana EF, Stern F (2008) Computational fluid dynamics-based multiobjective optimization of a surface combatant using a global optimization method. J Mar Sci Technol 13(2):95–116CrossRef
    18.Kim HY, Yang C, Noblesse F (2010) Hull form optimization for reduced resistance and improved seakeeping via practical designed-oriented CFD tools. In: Grand challenges in modeling and simulation (GCMS’10). Ottawa, pp 375–385
    19.Jacquin E, Derbanne Q, Bellevre D, Cordier S, Alessandrini B (2004) Hull form optimization using a free surface RANSE solver. In: 25th Symposium on Naval Hydrodynamics
    20.Biliotti I, Brizzolara S, Viviani M, Vernengo G, Ruscelli D, Galliussi M, Guadalupi D, Manfredini A (2011) Automatic parametric hull form optimization of fast naval vessels. In: 11th International conference on fast sea transportation (FAST). Honolulu, pp 294–301
    21.Saha GK, Suzuki K, Kai H (2005) Hydrodynamic optimization of a catamaran hull with large bow and stern bulbs installed on the center plane of the catamaran. J Mar Sci Technol 10:32–40CrossRef
    22.Serani A, Diez M, Leotardi C, Peri D, Fasano G, Iemma U, Campana EF (2014) On the use of synchronous and asynchronous single-objective deterministic particle swarm optimization in ship design problems. In: An international conference on engineering and applied sciences optimization (OPTI’14). Kos Island
    23.Hinatsu M (2004) Fourier NUBS method to express ship hull form. J Mar Sci Technol 9(1):43–49CrossRef
    24.Chen PF, Huang CH, Fang HC, Chou JH (2006) An inverse design approach in determining the optimal shape of bulbous Bow with experimental verification. J Ship Res 50(1):1–14
    25.Perez F, Suarez JA (2007) Quasi-developable B-spline surfaces in ship hull design. Comput Aided Des 39(10):853–862CrossRef
    26.Nowacki H (1993) Hull form variation and evaluation. J Kansai Soc NA 219:173–184
    27.Lowe TW, Steel J (2003) Conceptual hull design using a genetic algorithm. J Ship Res 47(3):222–236
    28.Abt C, Harries S (2007) A new approach to integration of CAD and CFD for naval architects. In: 6th international conference on computer applications and information technology in the maritime industries (COMPIT). Cortona, pp 467–479
    29.Kim HJ, Yang C, Kim HY, Chun HH (2010) A Combined local and global hull form modification approach for hydrodynamic optimization. In: 28th Symposium on naval hydrodynamics. California
    30.Ragab SA (2001) An adjoint formulation for shape optimization in free-surface potential flow. J Ship Res 45(4):269–278
    31.Dejhalla R, Mrsa Z, Vukokic S (2002) A Genetic Algorithm approach to the problem of minimum ship wave resistance. Mar Technol 39(3):187–195
    32.Choi HJ, Chun HH, Park IR, Kim J (2011) Panel cutting method: new approach to generate panels on a hull in Rankine source potential approximation. Int J Nav Archit Ocean Eng 3(4):225–232CrossRef
    33.Duvigneau R, Visonneau M, Deng GB (2003) On the pole played by turbulence closures in hull shape optimization at model and full scale. J Mar Sci Technol 8(1):11–25
    34.Peri D, Campana EF (2003) Multidisciplinary design optimization of a naval surface combatant. J Ship Res 41(1):1–12
    35.Peri D, Campana EF (2005) High-fidelity models and multiobjective global optimization algorithms in simulation-based design. J Ship Res 49(3):159–175
    36.Rao SS (1999) Engineering optimization: theory and practice, 3rd edn. Wiley-Interscience
    37.Knight JT, Zahradka FT, Singer DJ, Collette MD (2011) Multi-objective particle swarm optimization of a planing craft with uncertainty. In: Proceedings of the 11th international conference on fast Sea transportation (FAST’11). Honolulu
    38.Serani A, Diez M, Campana EF, Fasano G, Peri D, Iemma U (2015) Globally convergent hybridization of particle swarm optimization using line search-based derivative-free techniques In: Recent advances in swarm intelligence and evolutionary computation: 25–47. Springer International Publishing, Berlin
    39.Kim WJ, Van SH (2000) Comparisons of turbulent flows around two modern VLCC hull forms. In: Proc. of a workshop on numerical ship hydrodynamics: Gothenburg 2000. Gothenburg
    40.Kim WJ, Kim DH, Van SH (2002) Computational study on turbulent flows around modern tanker hull forms. Int J Numer Methods Fluids 38(4):377–406CrossRef MATH
    41.Lackenby H (1950) On the systematic geometrical variation of ship forms. Trans INA 92:289–315
    42.Campana EF, Fasano G, Pinto A (2010) Dynamic analysis for the selection of parameters and initial population, in particle swarm optimization. J Glob Optim 48:347–397CrossRef MathSciNet MATH
    43.Kim DH, Kim WJ, Van SH (2000) Analysis of the nonlinear wave-making problem of practical hull form using panel method (Korean). J Soc Nav Archit Korea 37(4):1–10MATH
    44.Kim DH, Kim WJ, Van SH, Kim H (1998) Nonlinear potential flow calculation for the wave pattern of practical hull forms. In: 3th Int. Conf. on Hydrodynamics. Seoul
    45.Kim J, Park IR, Kim KS, Van SH (2005) RANS simulation for KRISO container ship and VLCC tanker (Korean). J Soc Nav Archit Korea 42(6):593–600CrossRef
    46.Kim J, Kim KS, Kim YC, Van SH, Kim HC (2011) Comparison of potential and viscous methods for the nonlinear ship wave problem. Int J Nav Archit Ocean Eng 3(3):159–173CrossRef
    47.Kim JJ, Kim HT, Van SH (1998) RANS simulation of viscous flow and surface wave fields around ship models. In: Proc. of the third Osaka colloquium on advanced CFD applications to ship flow and hull form design. Osaka
    48.Diez M, Campana EF, Stern F (2015) Design-space dimensionality reduction in shape optimization by Karhunen–Loève expansion. Comput Methods Appl Mech Eng 283:1525–1544CrossRef
    49.Miettinen KM (1999) Nonlinear multiobjective optimization. Kluwer Academic Publisher, BostonMATH
    50.Min KS, Choi JE, Yum DJ, Shon SH, Chung SH, Park DW (2002) Study on the CFD application for VLCC hull-form design. In: 24th Symposium on naval hydrodynamics. Fukuoka
  • 作者单位:Hee-Jung Kim (1)
    Jung-Eun Choi (2)
    Ho-Hwan Chun (3)

    1. Samsung Heavy Industries, 217, Munji-ro, Yuseong-gu, Daejeon, 305-380, Korea
    2. Global Core Research Center for Ships and Offshore Plants, Pusan National University, Busandaehak-ro, 63Beon-gil, Geumjeong-gu, Busan, 609-735, Korea
    3. Department of Naval Architecture and Ocean Engineering, Pusan National University, Busandaehak-ro, 63Beon-gil, Geumjeong-gu, Busan, 609-735, Korea
  • 刊物类别:Engineering
  • 刊物主题:Automotive and Aerospace Engineering and Traffic
    Engineering Fluid Dynamics
    Engineering Design
    Offshore Engineering
    Mechanical Engineering
  • 出版者:Springer Japan
  • ISSN:1437-8213
文摘
The focus of this paper is on devising designer-friendly hull-form variations coupled with optimization algorithms. Hull-form variations are carried out through parametric modification functions. Two kinds of representative optimization algorithms are considered here. One is the well-known sequential quadratic programming which is the derivative based. The other is particle swarm optimization which is the derivative free. The results applying these two algorithms to typical hull-form optimization problems are discussed in the paper. The technique using the parametric modification functions has been developed for modifying the ship’s geometry according to the widely recognized naval architect’s design practice. An original geometry can be easily deformed through the change of the variables of the modification functions; and useful information about the effect of the parameters is immediately obtained. Moreover, the variables of the modification functions can be considered as the design variables in the formulation of the optimization problem. For the performance prediction of the hull form, WAVIS version 1.3 is used for the potential-flow and RANS solver. Computational results for both single- and multi-objective problems are presented.
NGLC 2004-2010.National Geological Library of China All Rights Reserved.
Add:29 Xueyuan Rd,Haidian District,Beijing,PRC. Mail Add: 8324 mailbox 100083
For exchange or info please contact us via email.