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The material point method shows its potential to tackle hydrodynamics related problems.
The elasto-viscoplastic deformation of the growing solid is computed using the material point method.
Material point method is a variant of the finite element method (FEM) and is successfully applied in large deformation problems.
The collapse of water columns with different initial aspect ratios is simulated by the material point method.
In this work, a three-dimensional fully coupled hydro-mechanical model using material point method (MPM) is developed.
However, few of these methods are capable of tracing the material displacement, such as the Material Point Method (MPM).
A numerical scheme is presented to simulate the meshing process of spur gears, based on the material point method (MPM).
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To mitigate the effect of the standard MPM to produce highly oscillating stresses across cell interfaces, we have carried over our ideas obtained from the derivation of the second-order MPM to the Dual Domain Material Point (DDMP) Method, too.
The in-house code based on the generalized interpolation material point (GIMP) method is validated in handling the dynamic fragmentation of cylindrical warheads and then utilized to study the characteristic acceleration time.
Based on the conservation laws of mass, momentum and energy, the generalized interpolation material point (GIMP) method is further developed in this paper for fully coupled thermomechanical problems, with applications to model-based simulation of failure evolution.
For one-dimensional cases, the gradient of the shape function used in the generalized interpolation material point (GIMP) method is a special case of the modified gradient if the characteristic function of a material point is introduced.
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