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Current Research and Scholarly InterestsI work on multiscale stochastic modeling of granular materials.
Discrete element modeling of granular flows is effective, but requires large numerical models.
This work discusses the current state of the art in the modeling of granular flows in mixing processes.
In this study, the discrete element method (DEM) is used for modeling of granular flow in various multiple Komax and Ross mixing applications.
This study investigates the microstretch continuum modeling of granular assemblies while accounting for both the dilatant and rotational degrees of freedom of a macroelement.
Generating stress strain relations based upon three-dimensional discrete element simulations, for hierarchical multiscale constitutive modeling of granular materials at finite strain, requires measures of stress and strain in the reference and current configurations.
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This work is devoted to numerical modeling and simulation of granular flows relevant to geophysical flows such as avalanches and debris flows.
Mechanical engineering professor's models of granular flow shed light on agriculture, soils, and geology.
Discrete element modelling (DEM) is commonly used for particle-scale modelling of granular or particulate materials.
We present here numerical modelling of granular flows with the μ(I) rheology in confined channels.
This paper develops a mechanistic model of granular materials that can be used with a commercial finite element package (ABAQUS).
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