Water entry and exit of 2D and axisymmetric bodies
Alessandro Del Buono, Giovanni Bernardini, Alan Tassin, Alessandro, Iafrati

TL;DR
This paper develops a numerical potential flow model to accurately simulate water entry and exit of 2D and axisymmetric bodies, improving predictions of hydrodynamic loads and wetted areas during impact.
Contribution
It introduces a fully non-linear boundary element model with enhanced stability for water impact analysis, including the often-overlooked effects of gravity.
Findings
Model accurately predicts free-surface shape and pressure distribution.
Better estimates of hydrodynamic loads during entry and exit phases.
Gravity effects are significant, especially during exit.
Abstract
The present paper is dedicated to the development of a numerical model for the water impact of two-dimensional (2D) and axisymmetric bodies with imposed motion. The work is a first step towards the implementation of a 2D+t procedure to be used for the analysis of aircraft ditching. The problem is investigated under the assumptions of an inviscid and incompressible fluid, which is modelled by a potential flow model with fully non-linear boundary conditions at the free-surface. The unsteady boundary value problem with a free-surface is numerically solved through a boundary element method, coupled to a simplified finite element method to describe the thinnest part of the jet. The study is aimed at describing the entry and exit phases. Specific numerical solutions are developed to tackle the exit phase and to improve the stability of the model. Results are presented in terms of free-surface…
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