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Investigation on responses and wave climbing of a ship in large waves using a fully nonlinear boundary element method

机译:用全非线性边界元法测定大波浪船舶船舶的响应与波浪

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In this study, a fully nonlinear method, in the time domain, is used to simulate ship motion caused by large waves, and the problem of wave climbing along the freeboard in large waves is studied. The method is based on a three-dimensional potential flow theory. Further, the nonlinear free surface condition is adopted, the incident potential and disturbance potential are separated from each other, and the problem of determining the disturbance potential is established. In order to consider the nonlinearity of the body surface, the wetted surface area of the hull is continuously updated with time and extended along the tangential direction of the uppermost grid when the free liquid level exceeds the height of the hull deck. In addition, an artificial damping layer is provided to eliminate the reflection of waves at the outflow boundary. Under the fully nonlinear boundary conditions, the perturbation potential is solved by the Rankine source boundary element method. Introducing auxiliary functions solves the coupling problem between motion and load in the process of solving rigid body motion equations. After the solution is completed, it is updated to the next time step using the Runge-Kutta 4th order method. In this study, the convergence of the computational grid of the numerical model is firstly verified. Then, the motion and load responses of a zero-speed ship in the regular wave of unit wave amplitude using this method are examined and compared with the linear method. The latter verifies the accuracy of this method in the linear field. Afterwards, in order to investigate the superiority of the fully nonlinear method when the nonlinear phenomenon is strong, the motion and load of the ship in the large amplitute wave are simulated and the influence of the nonlinear phenomenon is analyzed. Finally, the phenomenon of wave climbing generated in high waves is analyzed, and the relationship between wave and water heights is evaluated.
机译:在该研究中,在时域中用于模拟由大波引起的船舶运动的完全非线性方法,并且研究了沿着大波浪中的干舷爬升的波浪问题。该方法基于三维势流理论。此外,采用非线性自由表面条件,入射电位和扰动电位彼此分离,建立确定干扰电位的问题。为了考虑体表的非线性,当自由液位超过船体甲板的高度时,船体的湿润表面区域随时间连续更新并沿最上网格的切向方向延伸。另外,提供人造阻尼层以消除流出边界处的波的反射。在完全非线性边界条件下,扰动电位由朗肯源边界元法解决。引入辅助功能解决了求刚体运动方程的过程中运动和负载之间的耦合问题。解决方案完成后,将使用runge-kutta第4阶方法更新到下次步骤。在该研究中,首先验证了数值模型的计算网格的收敛。然后,检查使用该方法的单位波幅度常规波常规船的运动和负载响应,并与线性方法进行比较。后者验证了在线性字段中该方法的准确性。之后,为了研究非线性现象强的完全非线性方法的优越性,模拟了大量波浪中船的运动和负载,分析了非线性现象的影响。最后,分析了在高波形中产生的波升现象,评价波和水高之间的关系。

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