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A numerical study of the second-order wave excitation of ship springing by a higher-order boundary element method

机译:高阶边界元法数值模拟船舶弹跳二阶波浪

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ABSTRACT This paper presents some of the efforts by the authors towards numerical prediction of springing of ships. A time-domain Higher Order Boundary Element Method (HOBEM) based on cubic shape function is first presented to solve a complete second-order problem in terms of wave steepness and ship motions in a consistent manner. In order to avoid high order derivatives on the body surfaces, e.g. mj-terms, a new formulation of the Boundary Value Problem in a body-fixed coordinate system has been proposed instead of traditional formulation in inertial coordinate system. The local steady flow effects on the unsteady waves are taken into account. Double-body flow is used as the basis flow which is an appropriate approximation for ships with moderate forward speed. This numerical model was used to estimate the complete second order wave excitation of springing of a displacement ship at constant forward speeds.
机译:摘要本文介绍了作者为船舶弹跳的数值预测所做的一些努力。首先提出了一种基于三次函数的时域高阶边界元方法(HOBEM),以一致的方式解决了波陡度和船舶运动方面的一个完整的二阶问题。为了避免在身体表面产生高阶导数,例如mj-terms提出了一种在体固定坐标系中边值问题的新公式,而不是惯性坐标系中的传统公式。考虑了对非稳态波的局部稳态流动影响。双体流量被用作基本流量,对于中等前进速度的船舶来说是适当的近似值。该数值模型用于估计在恒定前进速度下的排水船弹跳的完整二阶波激励。

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