Parameters of a 3D affine transformation matrix correcting an inclined laser plane. More...
#include <affine_matrix_3d.hpp>
Public Member Functions | |
AffineTransformationParameters () | |
Creates a new AffineTransformationParameters object with default values. | |
Public Attributes | |
Vector3D< double > | RotationAngles |
Rotation angles about x, y and z in [degree]. | |
Factors3D | Scale |
Scale factors. | |
double | Syx = 0 |
Shear Syx (induced by InclinationZ). | |
double | Syz = 0 |
Shear Syz (induced by InclinationX). | |
double | InclinationX = 0 |
Inclination of laser plane (rotation about x axis) in [degree]. | |
double | InclinationZ = 0 |
Inclination of laser plane (rotation about z axis) in [degree]. | |
Parameters of a 3D affine transformation matrix correcting an inclined laser plane.
The parameters of this struct allow for the transformation of an intrinsically calibrated point cloud to a world coordinate system. In addition to three rotation angles and three scaling factors, the struct includes two shear parameters Syx and Syz which correct an inclined laser plane.
The affine transformation matrix can be derived from these parameters using the formula shown below:
R is a 3D rotation matrix calculated from the RotationAngles.
The transformation parameters are an optional output of calibration functions like CalculateCorrectionOfLaserPlaneInclinationFromAqs12Piece and CalculateCorrectionOfLaserPlaneInclination. If given in the calibrator, they can be accessed via CorrectionOfLaserPlaneInclination.