Ruhai Zhou
Affiliations: | Old Dominion University, Norfolk, VA, United States |
Area:
Applied Mathematics, Materials Science EngineeringGoogle:
"Ruhai Zhou"Children
Sign in to add traineeTraci A. Sievenpiper | grad student | 2011 | Old Dominion University |
Panon Phuworawong | grad student | 2013 | Old Dominion University |
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Publications
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Zhou R. (2020) Shear stress response of active liquid crystal suspensions Radiation Effects and Defects in Solids. 175: 190-201 |
Forest MG, Wang Q, Zhou R. (2015) Kinetic attractor phase diagrams of active nematic suspensions: the dilute regime. Soft Matter. 11: 6393-402 |
Shi F, Wang S, Forest MG, et al. (2014) Network-Based Assessments of Percolation-Induced Current Distributions in Sheared Rod Macromolecular Dispersions Multiscale Modeling & Simulation. 12: 249-264 |
Forest MG, Wang Q, Zhou R. (2013) Kinetic theory and simulations of active polar liquid crystalline polymers Soft Matter. 9: 5207-5222 |
Li J, Forest M, Wang Q, et al. (2011) A kinetic theory and benchmark predictions for polymer-dispersed, semi-flexible macromolecular rods or platelets Physica D: Nonlinear Phenomena. 240: 114-130 |
Choate EP, Forest MG, Yao L, et al. (2010) A simple model for non-topological defects in sheared nematic polymer monodomains Journal of Computational and Theoretical Nanoscience. 7: 787-794 |
Forest M, Heidenreich S, Hess S, et al. (2010) Dynamic texture scaling of sheared nematic polymers in the large Ericksen number limit Journal of Non-Newtonian Fluid Mechanics. 165: 687-697 |
Forest MG, Heidenreich S, Hess S, et al. (2008) Robustness of pulsating jet-like layers in sheared nano-rod dispersions Journal of Non-Newtonian Fluid Mechanics. 155: 130-145 |
Forest MG, Zhou R, Wang Q. (2007) Microscopic-Macroscopic Simulations of Rigid-Rod Polymer Hydrodynamics: Heterogeneity and Rheochaos Multiscale Modeling & Simulation. 6: 858-878 |
Forest MG, Wang Q, Zhou R. (2007) Monodomain dynamics for rigid rod and platelet suspensions in strongly coupled coplanar linear flow and magnetic fields Journal of Rheology. 51: 1-21 |