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Damage evolution in heterogeneous solids is modeled using transformation field analysis and imperfect interface model.
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Solids are modeled as pseudo-fluid using kinetic theory of granular flow.
The circular hole in the solid is modeled by passive point sources.
The numerical simulation is based on the Eulerian Lagrangian approach where the fluid phase is solved by using a continuum approach and the solid is modeled by using Lagrangian computational particle model.
The gas phase is modelled as a continuum and the solid phase is modeled by DEM.
A deformable solid object is modeled as an elastic continuum.
Fusion of solid aluminum is modeled with the enthalpy method.
A solid surface is modeled as a no-slip wall at the bottom.
The fluid response from the solid motion is modeled through specifying the cell-face velocity with partial-cell treatment (PCT).
The hardness as a function of depth in these solid solutions is modeled in terms of geometrically necessary dislocations (GND).
The solid spherical particle is modeled as a linear elastic material.
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