Harvard University, SEAS
Room 312, Pierce Hall
29 Oxford St.
Cambridge, MA 02139
. Stochastic Flow Rule for Granular Materials
Ken Kamrin and Martin Z. Bazant
Phys. Rev. E 75, 041301 (2007). The Stochastic Flow Rule: A Multi-Scale Model for Granular Plasticity
Ken Kamrin, Chris H. Rycroft, and Martin Z. Bazant
Modelling Simul. Mater. Sci. Eng. 15, S449-S464 (2007). Stochastic and Deterministic Models for Dense Granular Flow
Ken Kamrin, Phd Thesis, MIT, June 2008. Assessing Continuum Postulates in Simulations of Granular Flow
Chris H. Rycroft, Ken Kamrin, Martin Z. Bazant
Journ. Mech. Phys. Solids 57:5, 828-839 (2009). Nonlinear Elasto-Plastic Model for Dense Granular Flow
Ken Kamrin
Int. J. Plasticity, 26, 167-188 (2010). An Eulerian Approach to the Simulation of Deformable Solids:
Application to Finite-Strain Elasticity
Ken Kamrin and Jean-Christophe Nave
(Submitted. View preprint). Effective Slip Boundary Conditions for Arbitrary Periodic Surfaces:
The Surface Mobility Tensor
Ken Kamrin, Martin Z. Bazant, and Howard A. Stone
(Submitted. View preprint). Eulerian Method For Sharp Interface Solid/Fluid Interaction
Ken Kamrin, Jean-Christophe Nave, and Yang Zhang
(In preparation). Flow Relations in Quasi-Static and Inertial Granular Flow
Ken Kamrin, Georg Koval, and Francois Chevoir
(In preparation). Motion of an Elasto-Plastic Catenary
Ken Kamrin, John M. Kolinski, L. Mahadevan
(In preparation). Analysis of Granular Flow in a Cone
Chris H. Rycroft, Gary S. Grest, and Ken Kamrin
(In preparation). Laminar Flows in Textured Pipes and Couette Cells
(In preparation)