The set of all rotations that rotate a certain vector u onto a certain vector v define a fibre in the rotation space. A discretisation of such a fibre is defined by
- Topics
- Tutorials
- General Concepts
- Vectors
- Rotations
- Crystal Geometry
- Orientations
- Misorientations
- ODF
- Pole Figures
-
EBSD
- Import
- Reference Frame
- Plot
- IPF Maps
- Orientation Plots
- Select
- Select by Index
- Orientation Analysis
- Grain Reconstruction
- Square and Hex Grids
- Denoising
- Filling Missing Data
- Regridding and Interpolation
- ODF Estimation
- Orientation Plots
- Sharp Color Keys
- Advanced Plotting
- KAM
- Mis2Mean / GROD
- Profiles
- Simulation
- Export
- Grains
- Grain Boundaries
- 3D - EBSD
- Tensors
- Elasticity
- Plasticity
- Phase Transitions
- Spherical Functions
-
Orientation Functions
- Concept
- Definition
- Operations
- Plotting
- Euler Angle Sections
- Sigma Sections
- Approximation and Interpolation
- Harmonic Representation
- Radial Basis Functions
- Fibre Functions
- Bingham ODF
- Import
- Export
- Symmetry
- Convolution
- Multivariate Functions
- Vector Field
- Tangent Space on the Rotation Group
- Rotational Kernel Functions
- Wigner-D Functions
- Plotting