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首页> 外文期刊>European Journal of Mechanics, B. Fluids >Numerical investigation on the cavitation collapse regime around the submerged vehicles navigating with deceleration
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Numerical investigation on the cavitation collapse regime around the submerged vehicles navigating with deceleration

机译:水下航行器减速行驶时空化破坏规律的数值研究

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In the present work, the collapse regimes of the cavitation occurring on the submerged vehicles navigating with deceleration were numerically investigated. A homogeneous equilibrium cavitation model was combined with the pressure velocity density coupling algorithm to simulate the cavitating flows. The cavity is induced to collapse by the deceleration after fluctuation, and the first collapse releasing most of the energy is followed by a series of secondary ones. The collapse process can be classified into two types: periodic oscillation and damped oscillation. In each type the evolution of the total mass of vapor in cavity is found to have strict correlation with the pressure oscillation in the far field. The two types are different in the intensity and the bandwidth of the pressure peaks. By defining the equivalent radius of cavity, we introduce the specific kinetic energy of collapse and demonstrate that its change-rate is in good agreement with the pressure disturbance. It is also found that the drag presents corresponding oscillations. Through comparative analysis on the velocity field and the stress distribution along the body, it indicates that the collapse can produce extremely high pressure instantaneously. We numerically investigated the influence of the angle of attack on the collapse regime. The result shows that when the vehicle decelerates, an asymmetric-focusing effect of the pressure induced by collapse occurs on its pressure side. We analytically proved such an asymmetric-focusing effect using the potential flow theory. The mathematical model and method we proposed show capability in reflecting the evolution of the pressure difference between both sides of the vehicle. (C) 2014 Elsevier Masson SAS. All rights reserved.
机译:在目前的工作中,数值研究了在减速行驶的水下航行器上发生的气蚀的倒塌状态。均质平衡空化模型与压力速度密度耦合算法相结合,模拟了空化流。波动引起的减速使空腔塌陷,第一次塌陷释放出大部分能量,随后是一系列次级能量。坍塌过程可分为两种类型:周期性振动和阻尼振动。在每种类型中,发现腔中蒸汽总质量的演变与远场中的压力振荡有着严格的相关性。两种类型的压力峰值强度和带宽不同。通过定义空腔的等效半径,我们介绍了坍塌的比动能,并证明了其变化率与压力扰动非常吻合。还发现阻力表现出相应的振荡。通过对速度场和沿人体的应力分布的比较分析,表明坍塌可以瞬间产生极高的压力。我们数值研究了攻角对坍塌状态的影响。结果表明,当车辆减速时,由塌陷引起的压力的不对称聚焦作用发生在其压力侧。我们使用势流理论分析证明了这种非对称聚焦效果。我们提出的数学模型和方法显示出能够反映车辆两侧压力差的变化的能力。 (C)2014 Elsevier Masson SAS。版权所有。

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