M4 Advanced Discretization Techniques for the Simulation of Fluid Flow in Porous Media

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• A 3-D Extension of the Multiscale Control Volume Method for the Simula- tion of the Steady-State Diffusion Equation

  Filipe A. C. S. Alves, Artur C. R. de Souza, Darlan K. E. de Carvalho, Paulo R. M. Lyra

• A methodology to evaluate fluid-dynamic forces on immersed bodies in 3D fluid flow problems

  André S. Müller, Eduardo M. B. Campelo, Henrique C. Gomes

• A Multipoint Flux Approximation Method Based Of Harmonic Points (MPFA- H) For The Numerical Simulation Of Coupled Poroelastic Problems

  Pedro Victor Paixao Albuquerque, Jonathan da Cunha Teixeira, Lucıolo Victor Magalhaes e Silva, Gustavo Lenin Souza Santos Pacheco, Fernando Raul Licapa Contreras, Paulo Roberto Maciel Lyra, Darlan Karlo Elisario de Carvalho

• A Multipoint Flux Approximation Method based on Harmonic Points to Simulate Highly Heterogeneous and Anisotropic Aquifers

  Fernando R. L. Contreras, Darleson L. A. Oliveira, Paulo R. M. Lyra, Alessandro R. E. Antunes, Darlan K. E. Carvalho

• A multiscale finite element method for simulating flow in fractured porous media

  Nathan Shauer, Pedro Lima, Jose B. Villegas S., Philippe R. B. Devloo

• An improved embedded finite element formulation for investigating fluid flow behavior in fractured porous media

  Danilo B. Cavalcanti, Cristian Mejia, Deane Roehl, Luiz F. Martha, Ignasi de Pouplana, Guillermo Casas

• Numerical assessment of pressure, velocity, and stress post-processing strate- gies for the Biot’s problem

  Giovanni Taraschi, Maicon R. Correa