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Capabilities
Sunil Anandatheertha edited this page Jun 29, 2021
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- Verify Zener equation
- study the effect of particle distributions
- study the effect of particle morphologies
- study the effect of temperature distribution
- study the effect of boundary conditions (being worked on)
- study the effect of domain shape (currently rectangle and square only. Others are being worked on)
- study the effect of sampling anisotropies
- cryst. miso. based GS evolution (being worked on)
- Growth of equivalent Voronoi tessellations
- Ising type GS
- equi-axed GS
- extruded type GS
- rolled type GS
- gradient GS
- grains with smooth GB
- grains with tortuous GB
- Independent Voronoi tessellated (VT) GS with hexagonal grains
- Independent VT GS with randomnly shpaed grains
- MC derived equivalent VT GS
- All grain structure analysis capabilities of mtex could be expolited.
- Rapid estimation of intercept grain sizes
- Frontal algorithm based grain area identification and grain structure segmentation into grains
- Orientation based grain size statistics
- .CTF format: Up and running for 2 phases.
- .JSON format: Being worked on.
- .INP format: Voronoi tessellation based GS: PXO-matlab to PXO-python to ABAQUS to .INP file
- can use model texture
- can use experimentally derived texture
- can use EBSD orientation data export
- can sample orientations from CTF file from EBSD data export (being worked on)
- complex binary space partition which evolves tempoally in state-space
- Compelx space partitions having centroidal and boundary mobility.
- 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