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  • MOLE: Mimetic Operators Library Enhanced

Index

  • Introduction
  • Getting Started
  • Documentation Guide

API Reference

  • C++
    • Operators
    • Boundary Conditions
    • Utilities
  • MATLAB/Octave
    • Function Index
    • API

Mathematical Framework

  • Mathematical Functions Reference
    • CSRC Report on MOLE Library
    • Why Staggered Grids?
    • Jacobian
    • Non-Uniform Gradient and Divergence Operators
    • Mimetic Discretization of the Integration by Parts Formula

Examples

  • Examples
    • Elliptic Problems
      • 1D Elliptic Problems
        • Elliptic1D
        • Elliptic1D Add Scalar Boundary Conditions
        • Elliptic1D Homogenous Dirichlet Boundary Conditions
        • Elliptic1D Left Neumann and Right Dirichlet Boundary Conditions
        • Elliptic1D Left Dirichlet and Right Robin Boundary Conditions
        • Elliptic1D Pure Neumann Boundary Conditions
        • Elliptic1D Left Neumann Right Robin Boundary Conditions
        • Elliptic1D Pure Robin Boundary Conditions
        • Elliptic1D Non-Homogenous Dirichlet Boundary Conditions
        • Elliptic1D Non-Periodic Dirichlet Boundary Conditions
        • Elliptic1D Periodic Dirichlet Boundary Conditions
      • 2D Elliptic Problems
        • Elliptic2D
        • Elliptic2D Case 2
        • Elliptic2D Nodal Curv
        • Elliptic2D Nodal Curv Sinusoidal
        • Minimal Poisson 2D
      • 3D Elliptic Problems
        • Elliptic3D
    • Parabolic Problems
      • 1D Parabolic Problems
        • 1D Heat Equation
        • Terzaghi One-Dimensional Consolidation
    • Hyperbolic Problems
      • 1D Hyperbolic Problems
        • Hyperbolic1D
        • Hyperbolic1D upwind
        • Hyperbolic1D Lax Friedrichs
        • Wave 1D
        • Wave 1D Case 2
        • Burgers1D
      • 2D Hyperbolic Problems
        • Wave 2D
        • Wave 2D Case 2
    • Schrödinger Problems
      • 1D Schrödinger Problems
        • Schrodinger1D
    • Sturm-Liouville Problems
      • Bessel Sturm-Liouville Problem
      • Chebyshev Sturm-Liouville Problem
      • Helmholtz Sturm-Liouville Problem
      • Hermite Sturm-Liouville Problem
      • Laguerre Sturm-Liouville Problem
      • Legendre Sturm-Liouville Problem
    • Navier-Stokes Problems
      • Lock Exchange Problem
    • Mixed Problems
      • 1D Mixed Problems
        • Transport1D
      • 2D Mixed Problems
        • Work in Progress
      • 3D Mixed Problems
        • 3D Convection-Diffusion Equation
    • Integration Examples
      • Integration1D.m
    • Time Integrators
      • Backward Euler
      • Second-Order Runge-Kutta Method (RK2)
      • 4th-Order Runge-Kutta Method (RK4)
    • Tutorials
      • Mimetic Difference Operators Vs Finite Differences

Community

  • MOLE Community Roles
  • Contributing to MOLE
  • MOLE OSE Organization
  • MOLE OSE Governance
  • Code of Conduct
  • Publications
  • Repository
  • Show source
  • Suggest edit
  • .md

3D Mixed Problems

3D Mixed Problems#

  • 3D Convection-Diffusion Equation

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Work in Progress

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3D Convection-Diffusion Equation

By Valeria Barra , Angel Boada , Jared Brzenski , Jose Castillo , Prit Chakalasiya , Surinder Chhabra Singh , Johnny Delgado Corbino , Tony Drummond , Miguel Dumett , Joe Hellmers , Arshia Ilaty , Katayoon Kaviani , Oluchi Nzerem , Giulia Pagallo , Christopher Paolini , Valentina Rosano , Aneesh Murthy Srinivas , Janani Priyadharshini Srinivasan , Manuel Valera

© Copyright 2023, CSRC SDSU.

Last updated on Mar 12, 2026.

MOLE is a project by CSRC SDSU.