Open Source - Resources 

• OpenFOAM Related:​

  • OpenFOAM installations.

    • For Windows OS: ​

      • OpenFOAM V7 (8th of July 2019)​

      • OpenFOAM V1906 (27th June 2019)

      • Precompiled OpenFOAM Version for Windows by blueCFD®-Core 

    • For Linux ​OS:

      • OpenFOAM V7 (8th of July 2019)

      • OpenFOAM V1906 (27th June 2019)

  • OpenFOAM Tutorials ​​

    • OpenFOAM v7​

    • OpenFOAM v1906

    • OpenFOAM Extend v4

    • Tutorial Catalogue 

    • OpenFOAM Basic Training

  • OpenFOAM Interesting Codes ​

    • Simulation of interfacial mass transfer with chemical reactions.​

    • Solver for multi-phase compressible flow with application to high-explosive detonation.

• OpenLB Related:

  • How to install OpenLB on Windows 10​

  • Tutorials 

    • Simulating turbulent flow (LES) in a 3D nozzle with OpenLB​

New At CFD How To start?

• Learn CFD: ​​​​​​

  • Bare Minimum Short Guide​

  • CFD Workflow Guide: How to Set Up a Fluid Dynamics Analysis

  • How to Get Started with CFD

• Virtual Flow News:

• Partnership with Bio-CFD

• Virtual Flow / Bio-CFD project

• Wiki Pages: 

• Wiki-OpenFOAM

• OpenFOAM-WIKI

• CFD Wiki - By CFD online 

• CFD Blogs: 

• GridPro Blog

• PointWise Blog

• SimScale Blog

• Virtual Flow Blog

• CFD and others...

• Curiosity Fluids

• Rocky

All About Mesh:

• Know Your Mesh – Basic Methodologies​​.

• Do Meshes still play a critical role in CFD ?

• Meshing For CFD in Biomedical Applications.

• High-level overview of meshing for OpenFOAM (and others)

• A Quick Approach to Boundary Layer meshing - For Beginners

All About Turbulence :

• What Happens When You Run a LES on a RANS Mesh?​

• Introduction on Turbulence - University of Kentucky

All About Cloud Computing​:

• Kaleidosim - Run OpenFoam® in the cloud​

• SimScale - OpenFOAM based

All About OpenFOAM ​

• HOLZMANN Intro to OpenFOAM and CFD​

All About CFD - Books 

• Turbulence Modeling for CFD Third Edition​ by David C. Wilcox

CFD Lectures ​

• CFD for incompressible fluids, University of Kentucky

• Computational Numerical Analysis of Partial Differential Equation (PDE)