Louis J. Durlofsky

Overview

Best Publications

• An Efficient Discrete-Fracture Model Applicable for General-Purpose Reservoir Simulators

  Mohammad Karimi-Fard;Louis J. Durlofsky;Khalid Aziz

  1349
  Citations

• Numerical calculation of equivalent grid block permeability tensors for heterogeneous porous media

  Louis J. Durlofsky

  1053
  Citations

• Dynamic simulation of hydrodynamically interacting particles

  L. Durlofsky;J. F. Brady;G. Bossis

  733
  Citations

• Optimization of Nonconventional Well Type, Location, and Trajectory

  Burak Yeten;Louis J. Durlofsky;Khalid Aziz

  645
  Citations

• Application of a particle swarm optimization algorithm for determining optimum well location and type

  Jérôme E. Onwunalu;Louis J. Durlofsky

  538
  Citations

• A coupled local-global upscaling approach for simulating flow in highly heterogeneous formations

  Y. Chen;L.J. Durlofsky;L.J. Durlofsky;M. Gerritsen;X.H. Wen

  485
  Citations

• Analysis of the Brinkman equation as a model for flow in porous media

  L. Durlofsky;J. F. Brady

  482
  Citations

• Drift-Flux Modeling of Two-Phase Flow in Wellbores

  Hua Shi;Jonathan A. Holmes;Louis J. Durlofsky;Khalid Aziz

  377
  Citations

• Efficient real-time reservoir management using adjoint-based optimal control and model updating

  Pallav Sarma;Louis J. Durlofsky;Khalid Aziz;Wen H. Chen

  357
  Citations

• Experimental study of two and three phase flows in large diameter inclined pipes

  G. Oddie;H. Shi;L.J. Durlofsky;L.J. Durlofsky;K. Aziz

  355
  Citations

• A deep-learning-based surrogate model for data assimilation in dynamic subsurface flow problems

  Meng Tang;Yimin Liu;Louis J. Durlofsky

  354
  Citations

• MODELING FLUID FLOW IN OIL RESERVOIRS

  Margot G. Gerritsen;Louis J. Durlofsky

  335
  Citations

• Kernel Principal Component Analysis for Efficient, Differentiable Parameterization of Multipoint Geostatistics

  Pallav Sarma;Pallav Sarma;Louis J. Durlofsky;Khalid Aziz

  291
  Citations

• Implementation of Adjoint Solution for Optimal Control of Smart Wells

  P. Sarma;K. Aziz;L.J. Durlofsky

  284
  Citations

• A triangle based mixed finite element–finite volume technique for modeling two phase flow through porous media

  Louis J. Durlofsky

  280
  Citations

• Accuracy of mixed and control volume finite element approximations to Darcy velocity and related quantities

  Louis J. Durlofsky

  279
  Citations

• Drift-Flux Parameters for Three-Phase Steady-State Flow in Wellbores

  Hua Shi;Jonathan Holmes;Luis Diaz;Louis J. Durlofsky

  262
  Citations

• Production Optimization With Adjoint Models Under Nonlinear Control-State Path Inequality Constraints

  Pallav Sarma;Wen H. Chen;Louis J. Durlofsky;Khalid Aziz

  239
  Citations

• A nonuniform coarsening approach for the scale-up of displacement processes in heterogeneous porous media

  Louis J. Durlofsky;Richard C. Jones;William J. Milliken

  239
  Citations

• Adaptive Local–Global Upscaling for General Flow Scenarios in Heterogeneous Formations

  Yuguang Chen;Louis J. Durlofsky;Louis J. Durlofsky

  238
  Citations

• Joint optimization of oil well placement and controls

  Mathias Rodrigez Bellout;David Echeverria Ciaurri;Louis J. Durlofsky;Bjarne Anton Foss

  216
  Citations

• Development and application of reduced-order modeling procedures for subsurface flow simulation

  M. A. Cardoso;L. J. Durlofsky;P. Sarma

  216
  Citations