首页> 外文会议>International conference on offshore mechanics and arctic engineering;OMAE2008 >DISTRIBUTION OF MAXIMA OF NON-LINEAR ROLLING IN CASE OF COUPLED SWAY AND ROLL MOTIONS OF A FLOATING BODY IN IRREGULAR WAVES
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DISTRIBUTION OF MAXIMA OF NON-LINEAR ROLLING IN CASE OF COUPLED SWAY AND ROLL MOTIONS OF A FLOATING BODY IN IRREGULAR WAVES

机译:不规则波中浮体摇摆和滚动运动耦合时的非线性滚动最大值分布

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The so-called Linearize & Match (L&M), which gives a good approximation of the exact distribution of maxima roll angle of non-linear systems, was studied some years ago by Armand and Duthoit (1990) and by Prevosto (2001). The developments within this method were made in the case of single degree of freedom dynamic systems. Moreover, the terms (mass, damping, stiffness) of the non-linear transfer function did not depend on the circular frequency.In this paper, first, the L&M method is improved by adding a last step in the procedure which correct the Gaussian closure technique of the method, secondly is generalized to a coupled sway and roll dynamic system in which the hydrodynamic coefficients are frequency-dependent. The system is modelled by a set of ordinary differential equations in which the non linearity is only in the roll motion. In order to validate the results obtained in this case by the L&M method, a Monte Carlo method with long simulations of the response of the system was carried out. Hence, some aspects of the time domain simulation, based on Cummins equations, are also discussed.
机译:几年前,Armand和Duthoit(1990)和Prevosto(2001)研究了所谓的线性匹配(L&M),它很好地近似了非线性系统的最大侧倾角。在单自由度动态系统的情况下,这种方法得到了发展。此外,非线性传递函数的项(质量,阻尼,刚度)不取决于圆形频率。 在本文中,首先,通过在程序中添加最后一步来改进L&M方法,该步骤可校正该方法的高斯闭合技术,其次,将其推广到流体动力学系数与频率相关的摇摆和摇摆动力学耦合系统。该系统由一组常微分方程建模,其中非线性仅在侧倾运动中发生。为了验证在这种情况下通过L&M方法获得的结果,进行了对系统响应进行长时间仿真的蒙特卡洛方法。因此,还讨论了基于康明斯方程的时域仿真的某些方面。

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