This paper extends Wagner theory for the ideal, incompressible normal impact of rigid bodies that are nearly parallel to the surface of a liquid half-space. The impactors considered are three-dimensional and have an oblique impact velocity. A variational formulation is used to reveal the relationship between the oblique and corresponding normal impact solutions. In the case of axisymmetric impactors, several geometries are considered in which singularities develop in the boundary of the effective wetted region. We present the corresponding pressure profiles and models for the splash sheets
This paper describes how tangential impact velocities can be incorporated into well-known impact the...
The effect of gravity during the water entry of two-dimensional and axisymmetric bodies is investiga...
Summarizes and extends some mathematical results for a model for a class of water entry problems cha...
This paper extends Wagner theory for the ideal, incompressible normal impact of rigid bodies that ar...
ABSTRACTThe problem of the oblique water entry of a three dimensional body is considered. Wagner the...
International audienceThe three-dimensional problem of blunt-body impact onto a free surface of an i...
The water entry of a three-dimensional smooth body into initially calm water is examined. The body c...
International audienceThe problem of the oblique water entry of a three dimensional body is consider...
A minor error in Howison et al. (J. Eng. Math. 48:321-337, 2004) obscured the fact that the points a...
In this thesis, we derive, extend and generalise various aspects of impact theory and splash dynamic...
The flow problem of hydrodynamic impact during water entry of solid objects of various shapes and co...
This paper concerns the displacement potential formulation to study the post-impact influence of an ...
This paper describes how tangential impact velocities can be incorporated into well-known impact the...
The effect of gravity during the water entry of two-dimensional and axisymmetric bodies is investiga...
Summarizes and extends some mathematical results for a model for a class of water entry problems cha...
This paper extends Wagner theory for the ideal, incompressible normal impact of rigid bodies that ar...
ABSTRACTThe problem of the oblique water entry of a three dimensional body is considered. Wagner the...
International audienceThe three-dimensional problem of blunt-body impact onto a free surface of an i...
The water entry of a three-dimensional smooth body into initially calm water is examined. The body c...
International audienceThe problem of the oblique water entry of a three dimensional body is consider...
A minor error in Howison et al. (J. Eng. Math. 48:321-337, 2004) obscured the fact that the points a...
In this thesis, we derive, extend and generalise various aspects of impact theory and splash dynamic...
The flow problem of hydrodynamic impact during water entry of solid objects of various shapes and co...
This paper concerns the displacement potential formulation to study the post-impact influence of an ...
This paper describes how tangential impact velocities can be incorporated into well-known impact the...
The effect of gravity during the water entry of two-dimensional and axisymmetric bodies is investiga...
Summarizes and extends some mathematical results for a model for a class of water entry problems cha...