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My Ph D project involves modeling and simulation of In-Situ Combustion (ISC) processes at the lab scale using an in-house general purpose reservoir simulator.
I work on parallel tensormethods to solve high-dimensional PDEs in general and the Boltzmann Transport Equation in particular.
Performing stability analysis on acoustofluidics at the micro and nano scales using the energy perturbation method.
My research group and I examine the physics of flow through porous media at length scales that vary from the pore to the laboratory to the reservoir.
My research interests focus on developing numerical multiscale strategies to accelerate mechanics linear solvers for systems that arise from discretized partial differentiation equations for high resolution models like fractured reservoirs.
Direct applications are acoustic waves in batteries to prohibit/delay the formation of dendrites on the anode/cathode implying a longer battery life.
My research interests concern the physics of fluid flow and deformation in porous media.
Non-linear analysis is performed to understand the stability of specific solutions.
Bifurcation parameters are identified and numerical techniques are used to complement the study and validate experimental data.
I work on multiscale stochastic modeling of granular materials.
I introduce randomness in deterministic equations to account for subscale physics and microstructural heterogeneity.