Numerical simulation on the whole process of an underwater explosion between a deformable seabed and a free surface

When a charge explodes in shallow water, the combined effects of free surface and seabed on shockwave propagation and bubble motion are significant. In this paper, an underwater explosion between a deformable seabed and a free surface is numerically investigated. An axisymmetric numerical model is established using the Eulerian Finite Element Method (EFEM) and the Volume of Fluid (VOF) method is used in dealing with the interface. The truncated computational domain boundary adopts the non-reflecting boundary condition. The seabed is regarded as a heavier fluid and density ratio between the seabed and water is used to describe seabed feature in this paper. The present model is validated by comparing with the experiment and shows great results. Then the underwater explosion with different initial conditions are simulated, it is found that deformable seabed has a great impact on bubble when the bubble is near the deformable seabed. And the bubble period and pressure peak of shockwave have a positive relation with the density ratio and initial charge depth. In addition, the annular jet might appear and penetrate the upper surface of the bubble in certain condition, leading to the bubble split during the contraction phase.

Automated summary

This paper investigates the effects of underwater explosions in shallow water, with a focus on the impact of a deformable seabed on bubble motion and shockwave propagation. The study uses numerical models and simulations to show that the density ratio and initial charge depth have a positive relation to bubble period and pressure peak. Additionally, the presence of an annular jet during the contraction phase could lead to bubble splitting under certain conditions.