Studying the process of pulsed loading of a water-filled cylindrical container

I. Valov
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Abstract

The paper solves the problem of determining the pressure field in a liquid during experimental testing of the motion of objects under water. A calculation method is given for determining the pressure field on the walls of a cylindrical container during the intensive development of a spherical gas cavity in a liquid. The presence of solid container walls is taken into account by placing fictitious sources on them with an intensity that ensures the fulfillment of the non-leakage condition. The law of development of a gas bubble, similar to the Rayleigh equation, is derived; the mass of gas in the bubble is determined in accordance with the Saint-Venant equation. The pressure at the container point of interest to the researcher is calculated with the use of the Cauchy-Lagrange integral. The constructed method makes it possible to estimate the loads on the experimental stand in the event of an emergency situation.
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研究了充水圆柱容器的脉冲加载过程
本文解决了水下物体运动实验测试中液体压力场的确定问题。给出了一种确定液体中球形气腔密集发展过程中圆柱形容器壁面压力场的计算方法。考虑到固体容器壁的存在,在其上放置虚拟源,其强度确保实现不泄漏条件。导出了类似于瑞利方程的气泡发展规律;气泡中气体的质量是根据圣维南方程确定的。研究人员感兴趣的容器点的压力是用柯西-拉格朗日积分计算的。所构建的方法使在紧急情况下估计实验台上的载荷成为可能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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