期刊文献+

高速滑行艇在规则波中的纵向运动数值研究 被引量:15

Numerical study on longitudinal motions of a high-speed planing craft in regular waves
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摘要 为准确评估滑行艇在波浪中的运动特性、寻找运动规律,应用基于VOF RANS求解器的CFD方法对高速滑行艇在规则波浪中的迎浪运动进行数值计算。在纵摇和升沉两自由度模型下对滑行艇进行数值模拟,得到了滑行艇在迎浪运动中的无跳跃、规则跳跃和不规则跳跃3种运动形式。对3种运动形式发生的条件,即波长、波高和航速进行了研究,得到运动发生的条件区间,并分析了跳跃的发生对纵向运动幅度规律的影响。计算结果表明,规则跳跃和不规则跳跃的发生均会改变无量纲化纵向运动幅值随波高的变化规律。其中,不规则跳跃对滑行艇运动幅值的影响较规则运动更为强烈。 In order to estimate the hydrodynamic characteristics and laws of motions of the planing craft sailing in waves, using CFD method based on the VOF RANS solver to calculate the motions in head waves of high-speed planing craft. Three kinds of motions of the planing craft in head waves-no jump, regular jump and irregular jump are obtained by simulating in two degrees of freedom -pitch and heave motions. The criteria of motions -wave length, wave height and forward speed are discussed, and the effects of jump occurence on the amplitudes of longitudinal motions are studied. The calculation results show that both the regular jump and irregular jump have influences on the dimensionless amplitudes of longitudinal motions changing with wave height. The effects of the irregular jump on the amplitudes of the planing craft are stronger than the effects of the regular jump.
出处 《哈尔滨工程大学学报》 EI CAS CSCD 北大核心 2014年第1期45-52,共8页 Journal of Harbin Engineering University
基金 国家自然科学基金资助项目(510090384)
关键词 CFD方法 高速滑行艇 纵向运动 规则波 迎浪运动 数值模拟 规则跳跃 不规则跳跃 CFD method high-speed planing craft longitudinal motion regular waves motion in head waves numerical simulation regular jump irregular jump
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参考文献16

  • 1CHAMBLISS D B, BOYD G M. The planing characteristics of two V-shaped prismatic surfaces having angles of deadrise of 20° and 40° [R]. Washington : Langley Aeronautical Laboratory: NACA. 1953: 28-76.
  • 2SAVITSKY D. Hydrodynamic design of planing hulls [ J ]. Marine Technology, 1964, 1(1) : 71-95.
  • 3ZHAO R, FALTINSEN O M, HASLUM H. A simplified non-linear analysis of a high-speed planing craft in calm water[C]// FAST'97. London,UK, 1997: 431-438.
  • 4SUN Hui, FALTINSEN O M. The influence of gravity on the performance of planning vessels in calm water [ J ]. J Eng Math,2007(58) : 91-107.
  • 5SUN Hui, FALTINSEN O M. Hydrodynamic forces on a pla- ning hull in forced heave or pitch motions in calm water [ C ]//22nd WWWFB. Plitvice, Croatia, 2007 : 185-188.
  • 6SUN Hui, FALTINSEN O M. Numerical study of planing vessels in waves [ J ]. Journal of Hydrodynamics, Set B, 2010, 22(5) : 468-475.
  • 7董文才,岳国强.深V型滑行艇纵向运动试验研究[J].船舶工程,2004,26(2):14-16. 被引量:28
  • 8董文才,刘志华,吴晓光,岳国强.滑行艇波浪中纵向运动理论预报的新方法[J].船舶力学,2007,11(1):55-61. 被引量:21
  • 9AZCUETA R. Computation of turbulent free-surface flows a- round ships and floating bodies [ D ]. Harburg: Technical University of Hamburg, 2001 : 33-40.
  • 10Yumin Su,Qingtong Chen,Hailong Shen,Wei Lu.Numerical Simulation of a Planing Vessel at High Speed[J].Journal of Marine Science and Application,2012,11(2):178-183. 被引量:15

二级参考文献40

  • 1董文才,黄祥兵,刘志华.深V型滑行艇横摇阻尼的实验确定[J].海军工程大学学报,2004,16(4):26-29. 被引量:15
  • 2董文才,刘志华,吴晓光,岳国强.滑行艇波浪中纵向运动理论预报的新方法[J].船舶力学,2007,11(1):55-61. 被引量:21
  • 3别所正利.高速艇の规则波中纵运动の研究[A]..日本造船学会论文集[C].,1974年135号..
  • 4[1]SVENNBERG S U. A test on turbulence models for steady flows around ships[A]. Proc. of Gothenburg 2000-A Workshop on Numerical Ship Hydrodynamics[C]. Chalmers U. of Technology,Gothenburg, Sweden,2000.
  • 5[2]DENG G B and VISONNEAU M. Comparison of explicit algebraic stress models and second order turbulence closures for steady flows around the KVLCC2 ship at model and full scales[A]. Proc. of Gothenburg 2000-A Workshop on Numerical Ship Hydrodynamics[C]. Chalmers U. of Technology, Gothenburg, Sweden,2000.
  • 6[3]DENG G B and VISONNEAU M. Evaluation of eddy viscosity and second-moment turbulence closures for steady flows around ships[A]. 21st Symp on Naval Hydro[C]. 1996.
  • 7[4]TAHARA Y and HIMENO Y. Applications of isotropic and anisotropic turbulence models to ship flow computation[J]. J.Kansai Soc. N.A., Japan, 1996,225: 75-91.
  • 8[5]HIRATA N and HINO T. Flow computation around a tanker hull using modified spalart-allmaras model[A]. Proc. of Gothenburg 2000-A Workshop on Numerical Ship Hydrodynamics[C]. Chalmers U. of Technology, Gothenburg, Sweden,2000.
  • 9[6]ZHU M, YOSHIDA O and MIYATA H, AOKI K. Verification of the viscous flow-field simulation for practical hull forms by a finite-volume method[A]. Proc. Sixth Int. Conf. On Numerical Ship Hydrodynamics[C].1993.
  • 10[7]SPALART P and ALLMARAS S. A one-equation turbulence model for aerodynamic flows[R]. Technical Report AIAA-92-0439, American Institute of Aeronautics and Astronautics,1992.

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