EME 521 - Mathematical Modeling in Energy and Mineral Engineering

aka - Computational Geomechanics - Course Resources Page

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PART 1 - Introduction to Computational Geomechanics
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0. Orientation [0:1]
       2024     2023     2022     2021     2019    
1. Introduction to Computational Geomechanics [1:1]
       Lecture     2014    

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PART 2 - Fluid Flow and Pressure Diffusion
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2. Fluid Flow and Pressure Diffusion [2:-]
  a. Finite Element Methods [2:1]
        Lecture     2015    
  b. Conservation Equations and Galerkin Approximation [2:2]
        Lecture     EGEEfem_tutorial     2015     2014    
  c. 2D Triangular Constant Gradient Elements [2:3]
        Lecture     2014    
  d. 1D Isoparametric Elements [2:4]
        Lecture     2015    
  e. 2D Isoparametric Elements and Numerical Integration [2:5]
        Lecture     2015     2014    
  f. Transient Behavior - Mass Matrices [2:6]
        Lecture     2015     2014    
  g. Transient Behavior - Integration in Time [2:7]
        Lecture     2015     2014    

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PART 3 - Mass Transport and Reaction
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3. Mass Transport and Reaction [3:-]
  a. Conservation of Mass and 1D Models [3:1]
        Lecture    
  b. 2D Constant Gradient Elements [3:2]
        Lecture    
  c. Sorption and Reactive Transport [3:3]
        Lecture     2014    

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PART 4 - Momentum Transport
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4. Momentum Transport [4:-]
  a. Fluids, Navier-Stokes Equations [4:1]
        Lecture     2014    

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PART 5 - Solid Mechanics
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5. Solid Mechanics [5:-]
  a. 1D and 2D Elements [5:1]
        Lecture     2014    
  b. Constitutive Equations [5:2]
        Lecture    
  c. Summary and Preamble for Coupled Systems [6:0]
        Lecture    

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PART 6 - Coupled Multiphysics Systems
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6. Coupled Multiphysics Systems [6:-]
  a. Dual-Porosity-Dual-Permeability Models [6:1]
        Lecture     2015     2014    
  b. Coupled Hydro-Mechanical Models [6:2]
        Lecture     2015     2014    
  c. ComSol Models for HM Coupling [6:3]
        Lecture    
  d. EGEEfem Models for HM Coupling [6:4]
        Lecture     2014    

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PART 7 - Alternative Solution Methods
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7. Alternative Solution Methods [7:-]
  a. Lagrangian-Eulerian Methods [7:1]
        Lecture    
  b. Level Set Methods [7:2]
        Lecture     2014    
  c. Boundary Element Methods [7:3]
        Lecture     2014    
  d. SPH - Smoothed Particle Hydrodynamics
        Presentations    
  e. LBM - Lattice Boltzmann Methods
        Presentations    
  f. PFM - Phase Field Methods
        Presentations    
  g. XFEM - Extended Finite Element Methods
        Presentations    
  h. BEM - Indirect and Direct Boundary Element Methods
        Presentations    
  i. DEM - Distinct Element Methods
        Presentations    
  j. DLSM - Discrete Lattice Spring Methods
        Presentations    
  k. PDM - Peridynamic Methods
        Presentations    

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