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Computational Fluid Dynamics Reproduction of Nonlinear Loads on a Vertical Column During Extreme Irregular Wave Events

机译:极端不规则波浪事件期间垂直柱上非线性载荷的计算流体动力学再现

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Recently, a method for numerical reproduction of measured irregular wave events has been developed. The measured motion of the wave maker flaps defines the wave kinematics at the boundary of the numerical simulation in order to generate the waves. When such data are not available, the control signal of the wave maker can, instead, be generated from a given free surface elevation following the same procedure as in model tests. This procedure is applied to a model test case with extreme irregular wave events and resulting nonlinear global wave loads on a vertical cylinder, focusing on higher-order ringing excitation. The purpose of the investigation is twofold: (1) to validate the wave reconstruction procedure and (2) to validate the resulting computational fluid dynamics (CFD) ringing loads with the given waves. In order to better understand the frequency content in the CFD-generated loads, wavelet analysis as well as the response of a single degree-of-freedom (SDOF) oscillator is examined and compared with the corresponding results for the third-order wave forcing based on the MacCamy-Fuchs (MF) and Faltinsen, Newman, Vinje (FNV) formulations. The results show generally good agreement between CFD and experiment both in the waves and in the loads; discrepancies found in the loads mainly originate from corresponding uncertainties in the wave reconstruction. Wave breaking may be one source of uncertainty. The MF+FNV formulation showed reasonable prediction of the maximum responses of an SDOF oscillator, but could not capture the loads well at all of the important frequencies.
机译:最近,已经开发了一种用于数值再现所测量的不规则波事件的方法。造波器襟翼的测量运动在数值模拟的边界处定义了波运动学,以便生成波。当此类数据不可用时,可以按照与模型测试相同的步骤,从给定的自由表面高程中生成造波器的控制信号。此过程适用于具有极端不规则波事件并在垂直圆柱体上产生非线性全局波载荷的模型测试用例,重点是高阶振铃激励。研究的目的是双重的:(1)验证波浪重构程序,以及(2)验证给定波浪产生的计算流体动力学(CFD)振铃载荷。为了更好地了解CFD产生的负载中的频率含量,检查了小波分析以及单自由度(SDOF)振荡器的响应,并将其与基于三阶波浪强迫的相应结果进行了比较。在MacCamy-Fuchs(MF)和Faltinsen,Newman,Vinje(FNV)配方中使用。结果表明,在波浪和载荷方面,CFD和实验之间总体上具有良好的一致性;在载荷中发现的差异主要来自波浪重建中的相应不确定性。波浪破碎可能是不确定性的来源之一。 MF + FNV公式显示了SDOF振荡器最大响应的合理预测,但不能很好地捕获所有重要频率上的负载。

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