axang
Description
Examples
Convert SE(3) Transformation to Axis-Angle Rotation
Create SE(3) transformation with no translation but with a rotation defined by an axis-angle rotation. Define the axis-rotation with vector of [0.5 0.25 0.5]
to be the axis and a pi/2
rotation about that axis.
axa1 = [0.5 0.25 0.5 pi/2];
T = se3(axa1,"axang");
Get the axis-angle rotation from the transformation.
axa2 = axang(T)
axa2 = 1×4
0.6667 0.3333 0.6667 1.5708
Convert SO(3) Rotation to Axis-Angle Rotation
Create SO(3) transformation with a rotation defined by an axis-angle rotation. Define the axis-rotation with vector of [0.5 0.25 0.5]
to be the axis and a pi/2
rotation about that axis.
axa1 = [0.5 0.25 0.5 pi/2];
R = so3(axa1,"axang");
Get the axis-angle rotation from the transformation. Note that the vector of the axis-angle rotation has a different magnitude from the axis-angle rotation specified to the transformation but the defined axis and rotation are the same.
axa2 = axang(R)
axa2 = 1×4
0.6667 0.3333 0.6667 1.5708
Input Arguments
transformation
— Transformation
se3
object | N-element array of se3
objects
Transformation, specified as an se3
object or as an
N-element array of se3
objects.
N is the total number of transformations.
rotation
— Rotation
so3
object | N-element array of so3
objects
Rotation, specified as an so3
object or as an
N-element array of so3
objects.
N is the total number of rotations.
Output Arguments
angles
— Axis-angle rotation angles
N-by-4 matrix
Axis-angle rotation angles, specified as an N-by-4 matrix of N axis-angle rotations. The first three elements of every row specify the rotation axes, and the last element defines the rotation angle, in radians.
Version History
Introduced in R2023a
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