Module iron_shapes::transform

Transforms are used to describe the location, rotation, scaling and mirroring of geometric shapes.

Structs

• ComplexTransform
  Transformation described by a mirroring at the x axis, then a rotation around the origin, then a scaling, then a translation. This transformation allows rotations by arbitrary angles.
• Matrix2dTransform
  Description of a transformation in the euclidean plane by a 2x2 matrix A. Transforming a point p is computed by the matrix product A*p.
• Matrix3dTransform
  Affine transformation represented as a 3x3 matrix like:
• Rot90Transform
  Transformation that consists only of a rotation by a multiple of 90 degrees around the origin (0, 0).
• SimpleTransform
  Describes a geometric transformation that consists of a optional mirroring along the x-axis followed by a rotation by a multiple of 90 degrees followed by a displacement.

Traits

• AffineTransform
  Geometric transformation which preserves parallelism. Adds ‘shear’ to the SimilarityTransform.
• DisplacementTransform
  Geometric transformation which preserves oriented angles and distances (i.e. translation).
• IsometricTransform
  Geometric transformation which preserves angles and distances (e.g. euclidean transform).
• IsometricTransform90
  Geometric transformation which preserves angles and distances (e.g. euclidean transform) but allows only rotations by a multiple of 90 degrees.
• SimilarityTransform
  Geometric transformation which preserves angles and ratios of distances. Adds resizing to the IsometricTransform.
• SimilarityTransform90
  Geometric transformation which preserves angles and ratios of distances. Adds resizing by integer numbers to the IsometricTransform90.
• Transformation
  General geometric transformation.