首页> 外文期刊>Journal of Coastal Research: An International Forum for the Littoral Sciences >Dynamics of an Underwater Explosion Bubble near a Rigid Wall: Effect of Slenderness Ratio, Installation, and Distance Parameter
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Dynamics of an Underwater Explosion Bubble near a Rigid Wall: Effect of Slenderness Ratio, Installation, and Distance Parameter

机译:刚性墙附近水下爆炸泡沫的动态:纤细比率,安装和距离参数的影响

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摘要

Structural damage of maritime construction (e.g., dams, warships, etc.) has received considerable international attention in recent years because of underwater explosions from accidental events and terrorist bombing attacks. Therefore, research studies on underwater explosion load characteristics will have a great influence on the future of coastal and maritime engineering. Here, level set-direct ghost fluid-Runge Kutta discontinuous Galerkin method and boundary element method are combined to establish a model of underwater explosion near a rigid wall. First, the hybrid algorithm is used to simulate the process of underwater explosion in free field; the results agree well with experimental data, proving the effectiveness of the algorithm. Second, the process of underwater explosion near a rigid wall is simulated by the presented method. Finally, effects of parameters - slenderness ratio, installation (horizontal and vertical), and distance from the center of the explosive to the rigid wall - are investigated on shock waves and bubble dynamics. It is found that during the detonation process, the ellipsoidal bubble gradually turns into a spherical one. The radial pressure peak value is higher than the axial one. During the collapse phase, the slenderness ratio and the installation have little effect on bubble shape, maximum radius, and pulsation cycle. During the bubble-jet process, a high-speed jet penetrates the bubble toward the rigid wall and generates a high-pressure region on the bubble wall. For the charge placed vertically, the jet velocity rises while the jet width decreases as the slenderness ratio increases; results for horizontal cases are opposite. The jet velocity in the vertical case is lower than that in the horizontal case; on the contrary, the jet width is larger. With the increase of the distance parameter, the pressure on the upper surface of the bubble and the jet velocity are higher, whereas the jet width is smaller.
机译:近年来,海上建设的结构损坏(例如,大坝,战舰等)因意外事件和恐怖主义轰炸袭击的水下爆炸而受到相当大的关注。因此,对水下爆炸载荷特征的研究研究将对沿海和海事工程的未来产生很大影响。在此,级别设定直接鬼液 - 跑步库塔塔不连续的Galerkin方法和边界元法在刚性壁附近建立水下爆炸模型。首先,混合算法用于模拟自由场中水下爆炸的过程;结果与实验数据很好,证明了算法的有效性。其次,通过所提出的方法模拟刚性壁附近的水下爆炸的过程。最后,参数 - 纤细比,安装(水平和垂直)的影响以及距爆炸中心到刚性墙壁的距离 - 在冲击波和泡沫动力学上进行研究。结果发现,在爆炸过程中,椭圆形气泡逐渐变成球形。径向压力峰值高于轴向。在塌陷阶段,细长比和安装对气泡形状,最大半径和脉动循环几乎没有影响。在气泡喷射过程中,高速射流渗透到刚性壁上的气泡,并在气泡壁上产生高压区域。对于垂直放置的电荷,随着狭长率的增加,喷射宽度降低时,喷射速度升高;水平案例的结果相反。垂直壳体中的喷射速度低于水平壳体的速度;相反,喷射宽度更大。随着距离参数的增加,气泡上表面和喷射速度的压力越高,而喷射宽度较小。

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