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Tutorials and test cases
Sunil Anandatheertha edited this page Jul 8, 2021
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Please see HERE
- Automated test 01
- Basic tutorial 01-A: Set data and solve ||| Do basic grain structure visualization
- Basic tutorial 01-B: Extract grain structure information using PXO
- Basic tutorial 02: Generate Grain structure from Voronoi tessellation: Currently, you can use PXO to make Voronoi tessellation based grain structure over a triangular, rectangular and random lattice.
- Advanced tutorial 01: Grain structure analysis using mtex
- Advanced tutorial 02: Generating grain morphological anisotropy: .
- Advanced tutorial 03: Including Metropolis transition probability: .
- Advanced tutorial 04: Including Metropolis transition probability field: .
- Advanced tutorial 05: Complex gradient grain structures: .
- Basic tutorial 01: Partitioning with zero partition centroidal mobility
- Basic tutorial 02: Gradient partitioning
- Basic tutorial 03: Gradient partitioning
- Test Case 01: Introduction: This is a very detailed test case demonstrating all the above 3 jobs. Intention is to highlight the base and extended capabilities of PXO. Other test cases are given consisely and accordingly, but, it follows that they too can be elaborated to the same extent as in the present Test Case 01. This test case details: Simulations are perfoemed on a 50 x 50 lattice with uniform grid having no perturbation, 32 states are used, 2000 Monte Carlo iterations, only SLSP with a volume fraction of 0.01 is used, data write interval is set to 500 Monte Carlo steps (MCS) and the solver algorithm used is 01.
- Codes and documentations by Sunil Anandatheertha, PhD
General info
- Capabilities
- Image gallery
- Cited in
- Requirements
- Installation instructions
- Using PXO
- Licensing
- Sponsorship appeal
- Contributor: SA
- Acknowledgements
Space partitioning users
Grain structure users
- Start here
- Image gallery
- Video gallery
- Limitations
- Performance
- Validation
- Tutorials & test cases
- Voronoi Tessellation
- Best practices
- GUI
- PXO-mtex
- PXO-mtex-mtex2gmsh
Theory reference
- Ising model
- Pott's model
- Boundary conditions
- Kernel functions
- Material defs. and params.
- Space partitioning
REFERENCES
Listings