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MODEL TRIALS FOR STUDYING HYDRODYNAMIC FORCE COMPONENTS IN FOLLOWING SEAS

机译:研究后期水动力部件的模型试验

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The present paper contains results of a study of hydrodynamic forces on a semi planning monohull patrol craft in following and stern quartering seas. The study was performed at the Marine Dynamics Laboratory at SSPA Sweden, where a scale model was tested in various regular waves as well as a few irregular waves consisting of two and three components. The model was fixed in the surge, sway, roll and yaw directions but free to heave and pitch. This setup gave possibility to measure the most important forces and still having a realistic displacement, or wetted surface, for the ship model. This test methodology gives opportunity to use a relatively limited number of model trials for identifying conditions where surf riding and broaching-to are likely to occur. But the main purpose of this work is to use data for validation, or benchmarking, of numerical methods for computation of hydrodynamic forces in following and stern quartering seas. Parts of the results have also been used to evaluate the accuracy of numerical computations; this comparison has been reported by Hua et al. (2003). In the present paper it was assumed that forces, moments and waves were approximately sinusoidal so that amplitudes, frequencies and phases could be determined for the forces, moments and waves. To obtain a high accuracy, the amplitudes, encountering frequencies, phase angles and mean values have been determined using Gauss-Newtons method. This method has proven to work well as shown by figure 9. Test data have also been used to determine an equation of motion for the surge direction and some examples of numerical solutions of this equation are also shown.
机译:本文含有关于在跟踪和船尾四季海洋半岛巡逻艇上的流体动力学的研究结果。该研究在SSPA瑞典的海洋动力学实验室进行,其中规模模型在各种常规波以及由两个和三个组件组成的一些不规则波。该模型在浪涌,摇摆,卷和横摆方向上固定,但可以自由地升起和俯仰。该设置能够测量船型最重要的力量,仍然具有现实的位移或湿润的表面。该测试方法提供了使用相对有限数量的模型试验来识别骑行和拉削的条件的机会。但这项工作的主要目的是利用数据进行验证或基准测试,以计算跟踪和船尾四季的流体动力学力的数值方法。结果也已用于评估数值计算的准确性; Hua等人报告了这种比较。 (2003)。在本文中,假设力量,时刻和波是近似正弦的,从而可以针对力,时刻和波来确定幅度,频率和阶段。为了获得高精度,使用Gauss-Newtons方法确定幅度,遇到频率,相位角和平均值。该方法已经证明,如图9所示,测试数据也用于确定浪涌方向的运动方程,并且还示出了该等式的数值解的一些示例。

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