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User guide
API reference
Contributing
Changelog

GitHub

Section Navigation

base
- Object3d
  - data
  - dim
  - ndim
  - norm
  - shape
  - size
  - unit
  - empty
  - flatten
  - get_random_sample
  - reshape
  - squeeze
  - stack
  - transpose
  - unique
- DimensionError
data
crystal_map
- create_coordinate_arrays
- CrystalMap
  - all_indexed
  - col
  - dx
  - dy
  - id
  - is_indexed
  - ndim
  - orientations
  - phase_id
  - phases
  - phases_in_data
  - prop
  - rotations
  - rotations_per_point
  - rotations_shape
  - row
  - shape
  - size
  - x
  - y
  - deepcopy
  - empty
  - get_map_data
  - plot
- CrystalMapProperties
- Phase
  - a_axis
  - ar_axis
  - b_axis
  - br_axis
  - c_axis
  - color
  - color_rgb
  - cr_axis
  - is_hexagonal
  - name
  - point_group
  - space_group
  - structure
  - deepcopy
  - from_cif
- PhaseList
  - colors
  - colors_rgb
  - ids
  - names
  - point_groups
  - size
  - space_groups
  - structures
  - add
  - add_not_indexed
  - deepcopy
  - id_from_name
  - sort_by_id
io
- plugins
- loadang
- loadctf
- load
- save
measure
- pole_density_function
plot
- AxAnglePlot
  - name
  - set
- CrystalMapPlot
  - colorbar
  - name
  - scalebar
  - add_colorbar
  - add_overlay
  - add_scalebar
  - plot_map
  - remove_padding
  - set
- DirectionColorKeyTSL
  - direction2color
  - plot
- EulerColorKey
  - orientation2color
  - plot
- InversePoleFigurePlot
- IPFColorKeyTSL
- RodriguesPlot
  - name
  - set
- RotationPlot
  - name
  - transformation_class
  - plot
  - plot_wireframe
  - scatter
  - set
  - transform
- StereographicPlot
  - hemisphere
  - name
  - pole
  - clear
  - draw_circle
  - format_coord
  - plot
  - pole_density_function
  - restrict_to_sector
  - scatter
  - set
  - set_labels
  - show_hemisphere_label
  - stereographic_grid
  - symmetry_marker
  - text
projections
- InverseStereographicProjection
  - xy2spherical
  - xy2vector
- StereographicProjection
quaternion
- von_mises
- get_proper_groups
- get_distinguished_points
- get_point_group
- Quaternion
  - a
  - antipodal
  - b
  - c
  - conj
  - d
  - dim
  - dot
  - dot_outer
  - from_align_vectors
  - from_axes_angles
  - from_euler
  - from_matrix
  - from_neo_euler
  - from_scipy_rotation
  - identity
  - mean
  - outer
  - random
  - to_euler
  - to_matrix
  - triple_cross
- Rotation
  - angle
  - antipodal
  - axis
  - improper
  - angle_with
  - angle_with_outer
  - dot_outer
  - flatten
  - from_align_vectors
  - from_axes_angles
  - from_euler
  - from_matrix
  - from_neo_euler
  - from_scipy_rotation
  - identity
  - outer
  - random
  - random_vonmises
  - to_euler
  - to_matrix
  - unique
- Misorientation
- Orientation
- OrientationRegion
- Symmetry
sampling
vector
- AxAngle
- FundamentalSector
  - center
  - edges
  - vertices
- Homochoric
  - angle
  - from_rotation
- Miller
  - coordinate_format
  - coordinates
  - h
  - hkil
  - hkl
  - i
  - is_hexagonal
  - k
  - l
  - length
  - multiplicity
  - space
  - u
  - unit
  - uvw
  - v
  - w
  - angle_with
  - cross
  - deepcopy
  - dot
  - dot_outer
  - flatten
  - from_highest_indices
  - from_min_dspacing
  - get_nearest
  - in_fundamental_sector
  - mean
  - reshape
  - round
  - symmetrise
  - transpose
  - unique
- NeoEuler
  - angle
  - axis
  - from_rotation
- Rodrigues
  - angle
  - from_rotation
- SphericalRegion
- Vector3d
  - azimuth
  - dim
  - perpendicular
  - polar
  - radial
  - x
  - xyz
  - y
  - z
  - angle_with
  - cross
  - dot
  - dot_outer
  - draw_circle
  - from_polar
  - get_circle
  - get_nearest
  - in_fundamental_sector
  - inverse_pole_density_function
  - mean
  - pole_density_function
  - rotate
  - scatter
  - to_polar
  - xvector
  - yvector
  - zero
  - zvector

API reference
RotationPlot
transform

transform#

RotationPlot.transform(xs: Union[Misorientation, OrientationRegion, Rotation], fundamental_zone: Optional[OrientationRegion] = None)[source]#

Prepare (mis)orientations or rotations for plotting.

Parameters:

xs: Object to transform.
fundamental_zone: Orientation region to add to the plot as a wireframe.

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StereographicPlot

On this page

RotationPlot.transform()

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