A predictive, size-dependent continuum model for dense granular flows
From MaRDI portal
Publication:5170962
DOI10.1073/pnas.1219153110zbMath1292.76070OpenAlexW2124278893WikidataQ36799054 ScholiaQ36799054MaRDI QIDQ5170962
Publication date: 25 July 2014
Published in: Proceedings of the National Academy of Sciences (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1073/pnas.1219153110
Related Items (31)
Comparison of the compressible class of models and non-local models with the discrete element method for steady fully developed flow of cohesionless granular materials through a vertical channel ⋮ Three-dimensionsal granular flow continuum modeling via material point method with hyperelastic nonlocal granular fluidity ⋮ An Eulerian projection method for quasi-static elastoplasticity ⋮ Modelling silo clogging with non-local granular rheology ⋮ Two-temperature continuum thermomechanics of deforming amorphous solids ⋮ Different shear regimes in the dense granular flow in a vertical channel ⋮ Damage dynamics, rate laws, and failure statistics via Hamilton's principle ⋮ Extended kinetic theory applied to dense, granular, simple shear flows ⋮ Numerical analysis of periodic laminar and fibrous media undergoing a jamming transition ⋮ A two-phase thermomechanical theory for granular suspensions ⋮ From Particles in Steady State Shear Bands via Micro-Macro to Macroscopic Rheology Laws ⋮ Granular dilatancy and non-local fluidity of partially molten rock ⋮ Material stability and instability in non-local continuum models for dense granular materials ⋮ Application of the compressible -dependent rheology to chute and shear flow instabilities ⋮ Viscometric flow of dense granular materials under controlled pressure and shear stress ⋮ Coupling rheology and segregation in granular flows ⋮ Gradient extension of classical material models: from nuclear \& condensed matter scales to Earth \& cosmological scales ⋮ Continuum modelling and simulation of granular flows through their many phases ⋮ Well-posed and ill-posed behaviour of the -rheology for granular flow ⋮ Extended kinetic theory for granular flow over and within an inclined erodible bed ⋮ Stability of wall bounded, shear flows of dense granular materials: the role of the Couette gap, the wall velocity and the initial concentration ⋮ On modelling shear layers in dense granular flows ⋮ Self-channelisation and levee formation in monodisperse granular flows ⋮ Non-local continuum modelling of steady, dense granular heap flows ⋮ A general fluid–sediment mixture model and constitutive theory validated in many flow regimes ⋮ Two-dimensional continuum modelling granular column collapse by non-local peridynamics in a mesh-free method with rheology ⋮ The granular Blasius problem ⋮ The dynamics of granular flow from a silo with two symmetric openings ⋮ Dilatancy-driven secondary flows in dense granular materials ⋮ Drift-diffusive liquid migration in partly saturated sheared granular media ⋮ Simulation, modeling and dynamical analysis of multibody flows
Cites Work
- Dense inclined flows of inelastic spheres: tests of an extension of kinetic theory
- Nonlinear elasto-plastic model for dense granular flow
- Scaling laws in granular flows down rough inclined planes
- A non-local rheology for dense granular flows
- Analyses of slow high-concentration flows of granular materials
- Crucial role of sidewalls in granular surface flows: consequences for the rheology
This page was built for publication: A predictive, size-dependent continuum model for dense granular flows
