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一种基于Noblesse的新细长船理论与波陡限制的船舶兴波阻力计算方法 总被引:1,自引:1,他引:0
本文探讨了一种船舶兴波阻力理论。参照Noblesse的新细长船理论,用特殊函数将其中的被积函数展开,克服了原来形式的被积函数振荡产生的积分困难,形成较准确而且快速的算法;然后针对这种处理,按照基元波波陡有限的假设,对理论本身给予新的解释,从而对所述波陡给出限制,得到一种新的兴波阻力计算方法。文中按其首阶近似对三种Wigley船型和包括系列60(Cb=0.6,0.7,0.8)的几个船型的兴波阻力计算 相似文献
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针对小水线面双体船型,基于Dawson法,通过船体局部网格快速划分迭代求解船体模型在不同航速下的兴波阻力、纵倾、升沉以及不同航态下的湿表面面积变化,并给出预报结果与模型试验结果的对比。 相似文献
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As a new type of hull form, trimaran has remarkable excellent performances and has drawn more and more attention. When the viscous CFD technology now available is applied to the research of resistance performance of trimaran, the spatial discretization would usually result in the grid error and uncertainty, and thus the considerable discrepancy between the numerical results and the experimental data. In order to ascertain how much the grid would affect the calculation, the grid convergence should be studied. A mathematical trimaran was chosen as an example, with the commercial code CFX for the simulation, VOF for surface treatment, and the grid study was carried out based on two different turbulence models. It was concluded that carrying out grid study is helpful in estimating the grid error and uncertainty, and indicating the direction of improving the credibility of the numerical calculation, and, in addition to grid errors and uncertainties, the turbulence modeling errors and uncertainties contribute to the simulation errors. 相似文献
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一种双体船兴波阻力计算方法 总被引:3,自引:1,他引:2
本文基于前期对Noblesse新细长船理论的改进工作,将改进的Noblesse新细长船理论应用于双体船,给出了一种双体船兴波阻力计算方法。以数学船模为例计算了兴波阻力和远场波形,理论与实验结果吻合较好。 相似文献
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This research is intended to provide academic reference and design guidance for further studies to determine the most effective means to reduce a ship’s resistance through an air-cavity. On the basis of potential theory and on the assumption of an ideal and irrotational fluid, this paper drives a method for calculating air cavity formation using slender ship theory then points out the parameters directly related to the formation of air cavities and their interrelationships. Simulations showed that the formation of an air cavity is affected by cavitation number, velocity, groove geometry and groove size. When the ship’s velocity and groove structure are given, the cavitation number must be within range to form a steady air cavity. The interface between air and water forms a wave shape and could be adjusted by an air injection system. 相似文献
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