Yan Li Email:
[email protected] Phone: 979-571-3948 Education Ph.D. Applied Mathematics, Texas A&M University, TX 08/2009 Advisor: Yalchin Efendiev Thesis: Upscaling of Multiphase flow and transport in heterogeneous porous media. M.S. Computational Mathematics, Shandong University, China 07/2003 B.S. Computational Mathematics, Shandong University, China 07/2000 Research Interests Multiscale finite element, mixed finite element method, nonlinear finite volume method Coupled flow and geomechanics simulation, poroelastic/poroplastic model Upscaling of single-phase and multi-phase flow and transport in porous media Uncertainty quantification, sampling method, stochastic upscaling Multiphase flow modeling and analysis in wellbore Publications Y. Chen, Y. Li, Y.Efendiev, TOF-based two-phase upscaling using single-phase global information for heterogeneous porous media, Advances in Water Resources, 2012. L. Jiang, I. Michiev and Y. Li, Stochastic mixed multiscale finite element methods and their applications in random porous media, Computer Methods in Applied Mechanics and Engineering, Vol. 199, Issues 41-44, pp 2721-2740, 2010. Y. Chen, Y. Li, Local-global two-phase upscaling in heterogeneous reservoirs, SIAM Multiscale Modeling and Simulation, Vol. 8, No.1, pp 125-153, 2009. Y. Li, Y. Efendiev, Y. Chen, L. Durlofsky, L. Jiang, Perturbation approach for ensemble level flow upscaling, preprint. Y. Li, C Foias, Analysis of a particular type of solution in flow and transport problem, preprint. Y. Li, W. Bailey, M. Shippen, K. Rashid, B. Couet, J. Holmes, Self-Consistent Regime Independent Multiphase Model Extended to Cover a Wide Range of Pipe Inclinations, Proceeding of 15th International Conference on Multiphase Technology, Cannes, France, 15-17 June 2011 Y.