Ross Hall, Room 202
1000 E. University Ave.
Laramie, WY 82071
Research interests: Mathematical Modeling of Multiphase Flows in Multiscale Porous Media: CO2 sequestration, oil reservoirs, contaminant transport; Numerical Methods for Partial Differential Equations; High Performance, Parallel, Scientific Computing
Ross Hall 316
Department of Mathematics
University of Wyoming
Ph.D., The University at Stony Brook, 1992
M.Sc., New York University, Courant Institute 1988
M.Sc., Federal University of Minas Grails, Brazil, 1985
B.S., Federal University of Minas Grails, Brazil, 1983
Professor Pereira is a School of Energy Resources Distinguished Professor of Mathematics (since 2008) and the Associate Director of the Center for Fundamentals of Subsurface Flow (since 2010) at the University of Wyoming. His expertise includes modeling and simulation of multiphase flows in heterogeneous oil reservoirs and aquifers, uncertainty quantification, numerical methods for PDEs and high performance computing. He has undergraduate and MSc degrees in physics (from UFMG, Brazil), a MSc in mathematics (from the Courant Institute of Mathematical Sciences, NYU), and a PhD degree in applied mathematics, obtained at the University at Stony Brook. Professor Pereira enjoys working with engineers in applying state-of-the-art mathematical/statistical/computational methods to solve real-life, challenging problems related to fluid flows in the subsurface.
M. Mendes, M. Murad and F. Pereira, (2012), A New Computational Strategy for Solving Two-Phase Flow in Strongly Heterogeneous Poroelastic Media of Evolving Scales. International Journal for Numerical and Analytical Methods in Geomechanics, 36(15):1683-1716
F. Furtado, V. Ginting, F. Pereira, M. Presho, (2011), Operator Splitting Multiscale Finite Volume Element Method for Two-Phase Flow with Capillary Pressure, Transport in Porous Media, 90, no. 3, pp. 927-947.
V. Ginting, F. Pereira, M. Presho, S. Wo, (2011), Application of the Two-stage Markov Chain Monte Carlo Method for Characterization of Fractured Reservoirs using a Surrogate Flow Model, Computational Geosciences, 15, no. 4, pp. 691-707.
M. R.Borges, M. Murad, F. Pereira and F. Furtado, (2009), A New Multiscale Schemefor Computing Statistical Moments in Single Phase Flow in Heterogeneous PorousMedia, Water Resources Research, Vol. 32, pp. 361-382.
M. R.Borges, F. Furtado, F. Pereira and H. P. Amaral Souto, (2008), Scaling Analysisfor the Tracer Flow Problem in Self-Similar Permeability Fields, SIAMMultiscale Model. Simul., Vol. 7, Issue 3, pp. 1130-1147.