Difference between revisions of "Tutorials by Tobias Holzmann"
Jump to navigation
Jump to search
Andy Heather (talk | contribs) m (Updated link) |
|||
Line 53: | Line 53: | ||
==Dakota and OpenFOAM coupling== | ==Dakota and OpenFOAM coupling== | ||
− | * [http:// www.holzmann-cfd.de/index.php/en/dakota-coupling/geometric-variation Geometric Variation] | + | * [http://www.holzmann-cfd.de/index.php/en/dakota-coupling/geometric-variation Geometric Variation] |
* [http://www.holzmann-cfd.de/index.php/en/dakota-coupling/dakota-tesla-s-one-way-valve Tesla's One-Way-Valve] | * [http://www.holzmann-cfd.de/index.php/en/dakota-coupling/dakota-tesla-s-one-way-valve Tesla's One-Way-Valve] | ||
Revision as of 14:25, 8 November 2016
- contributor: Tobias Holzmann
- affiliation: Holzmann CFD
- contact: click here for email address
- OpenFOAM version: 2.1.x-4.x (explicitly stated for each tutorial)
- published under: GPL v3 license
Go back to Day 15.
Contents
Case collection
Here you will find a large collection of cases, which you can use to further improve your knowledge and experience in OpenFOAM.
Meshing tutorials using snappyHexMesh
- How to generate cellZones with snappyHexMesh
- How to use the feature-edge refinement correctly
- Meshing a helix
- Meshing a pipe
- Meshing a melting pot
- Meshing a sphere with layer generation
- Meshing a complex combustion chamber
- Multi-Region meshing
- Multi-Region meshing and layer generation
- 2D wedge mesh generation
- 2D wedge mesh generation for a hydraulic jump (#1)
- 2D mesh generation for a bifluidic oscillator
- 2D mesh generation for the Tesla's One-Way-Valve
- 2D mesh generation for a sphere
- 2D mesh generation for a hydraulic jump case (#2)
- AMI generation for a rotor
- AMI generation for a spiral conveyor
- ACMI generation for a linear motion solver
- ACMI generation for a rotating motion solver
Meshing and solving tutorial
- Combustion chamber
- Bifluidic Oscillator (VOF)
- Tesla's One-Way-Valve
- Magnus Effect
- Hydraulic Jump (#1)
- Hydraulic Jump (#2)
- 2-Stroke Engine Boundary Condition
Meshing and solving using dynamic meshes
- Moving Rotor using AMI
- Spiral conveyor using AMI
- Heat Transfer using ACMI
- Arbitrary rotating mesh geometry using ACMI
- Adaptive Meshing (Von Kármán Street)