Pages that link to "Item:Q657851"
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The following pages link to Stokes flow of an assemblage of porous particles: stress jump condition (Q657851):
Displaying 17 items.
- Stokes resistance of a porous spherical particle in a spherical cavity (Q293697) (← links)
- Arbitrary oscillatory Stokes flow past a porous sphere using Brinkman model (Q399255) (← links)
- Stokes flow past an assemblage of axisymmetric porous spherical shell-in-cell models: effect of stress jump condition (Q400155) (← links)
- Bed of polydisperse viscous spherical drops under thermocapillary effects (Q520502) (← links)
- Hydrodynamic permeability of membranes built up by spherical particles covered by porous shells: effect of stress jump condition (Q608975) (← links)
- Micromechanical schemes for Stokes to Darcy homogenization of permeability based on generalized Brinkman inhomogeneity problems (Q832691) (← links)
- Slow motion of a porous spherical particle with a rigid core in a spherical fluid cavity (Q2014532) (← links)
- Axisymmetric motion of a slip spherical particle in the presence of a Brinkman interface with stress jump (Q2058283) (← links)
- Stokes flow through a membrane built up by nonhomogeneous porous cylindrical particles (Q2190168) (← links)
- Steady viscous flow around a permeable spheroidal particle (Q2334669) (← links)
- Estimation of the dynamic permeability of an assembly of permeable spherical porous particles using the cell model (Q2363796) (← links)
- On the conditions at the interface between homogeneous and porous environments for the Stokes-Darcy problem (Q2700058) (← links)
- Interface boundary value problems of Robin-transmission type for the Stokes and Brinkman systems on \(n\)-dimensional Lipschitz domains: applications (Q2857531) (← links)
- Dynamic permeability of an assemblage of soft spherical particles (Q2857947) (← links)
- Motion of a slip sphere in a nonconcentric fictitious spherical envelope of micropolar fluid (Q2925698) (← links)
- On the computation of steady hopper flows. I: Stress determination for Coulomb materials (Q5929932) (← links)
- Stress Blowup Analysis When a Suspending Rigid Particle Approaches the Boundary in Stokes Flow: 2-Dimensional Case (Q6073318) (← links)
