A centered coupling scheme for lattice Boltzmann methods solves Biot's poroelasticity model stably for strong coupling and captures discontinuous solutions in consolidation problems.
and CHENG, ALEXANDER H.-D
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Coupled CFD-DEM simulations show frictional instability arises from coupled evolution of pore pressure, drainage, dilation/compaction, hydraulic connectivity, and granular fabric rather than pore pressure alone.
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A lattice Boltzmann method for Biot's consolidation model of linear poroelasticity
A centered coupling scheme for lattice Boltzmann methods solves Biot's poroelasticity model stably for strong coupling and captures discontinuous solutions in consolidation problems.
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Investigating frictional instability due to pressurization in granular media: insights from coupled computational fluid dynamics discrete element method
Coupled CFD-DEM simulations show frictional instability arises from coupled evolution of pore pressure, drainage, dilation/compaction, hydraulic connectivity, and granular fabric rather than pore pressure alone.