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Investigation of coupled sway, roll and yaw motions of a floating body: numerical modelling for non-linear roll restoring

机译:浮体的摇摆,横摇和横摆运动耦合研究:非线性横摇恢复的数值模型

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摘要

The article deals with the numerical modelling of sway, roll and yaw motions of a floating body in time domain and investigates motion instability primarily due to non-linear roll restoring characteristics in the absence of auto piloting mechanism. To compute hydrodynamic forces, we consider non-linear roll restoring characteristics and speed dependent strip theory that are obtained from the Frank's close-fit method. The governing equations are solved numerically by using Runge-Kutta-Gill method with adaptive step size adjustment algorithm. In order to illustrate non-linear roll restoring effect in sway, roll and yaw, numerical experiments have been carried out for a Panamax container ship under the action of sinusoidal wave of periodicity 11.2 s with varying wave height and speed. To emulate the soft spring behaviour in roll, the expression for non-linear restoring moment is represented by an odd order polynomial of roll angle. Further, in the absence of zero restoring mechanism in sway and yaw, the effect of initial condition, wave height and ship's speed is examined in terms of ship's stability. This approach provides an important guideline to model non-linear roll restoring moment for a coupled system in three degrees of freedom.
机译:本文研究了浮体在时域中的摇摆,横摇和横摆运动的数值模型,并研究了在没有自动操纵机构的情况下主要由于非线性横摇恢复特性而引起的运动不稳定性。为了计算流体动力,我们考虑从弗兰克的紧密拟合方法获得的非线性轧辊恢复特性和与速度有关的带状理论。控制方程采用Runge-Kutta-Gill方法和自适应步长调整算法进行数值求解。为了说明在摇摆,摇摆和偏航中的非线性摇摆恢复效果,已对巴拿马型集装箱船在周期为11.2 s的正弦波的作用下进行了数值实验,该正弦波具有不同的波高和速度。为了模拟侧倾中的软弹簧行为,非线性恢复力矩的表达式由侧倾角的奇数多项式表示。此外,在摇摆和偏航中不存在零恢复机制的情况下,将根据船舶的稳定性检查初始条件,波高和船舶速度的影响。该方法为在三个自由度中耦合系统的非线性侧倾恢复力矩建模提供了重要的指导。

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