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A numerical wave tank model for cavitating hydrofoils

机译:空化水翼的数值波箱模型

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摘要

In this paper, an iterative boundary element method (IBEM) for both 2-D and 3-D cavitating hydrofoils moving steadily inside a numerical wave tank (NWT) is presented and some extensive numerical results are given. The cavitating hydrofoil part, the free surface part and the wall parts of NWT are solved separately, with the effects of one on the others being accounted for in an iterative manner. The cavitating hydrofoil surface, the free surface, the bottom surface and the side walls are modelled by a low-order potential based panel method using constant strength dipole and source panels. Second-order correction on the free surface in 2-D are included into the calculations by the method of small perturbation expansion both for potential and for wave elevation. The source strengths on the free surface are expressed in terms of perturbation potential by applying first-order (linearized) and second-order free surface conditions. The IBEM is applied to a 2-D (NACA16006 and NACA0012) and a 3-D rectangular cavitating hydrofoil and the effect of number of iterations, the effect of the depth of the hydrofoil from finite bottom and the effect of the walls of NWT, on the results are discussed.
机译:本文提出了一种迭代边界元方法(IBEM),用于二维和3-D空化水翼在数值波箱(NWT)中稳定运动,并给出了一些广泛的数值结果。 NWT的空化水翼部分,自由表面部分和壁部分分别解决,其中一个对另一个的影响以迭代方式解决。空化的水翼表面,自由表面,底表面和侧壁是使用恒定强度偶极子和源极板通过基于低阶电势的板方法建模的。通过小扰动扩展方法对势能和波高进行二维计算,可以将二维自由表面的二阶校正包括在内。通过应用一阶(线性化)和二阶自由表面条件,以扰动势来表示自由表面上的源强度。 IBEM适用于2-D(NACA16006和NACA0012)和3-D矩形空化水翼,以及迭代次数的影响,水翼从有限底部开始的深度的影响以及NWT壁的影响,对结果进行讨论。

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