Geometry > Rot2q
Rot2q
Purpose
convert normalized rotation vector to quaternion representation
Synopsis
q = Rot2q (theta)
Description
ROTQ convert normalized rotation vector to quaternion representation Q = ROT2Q (THETA) the function converts the normalized rotation vector THETA to the normalized quaternion representation Q
Cross-Reference Information
This function calls:
- Coro3dKinematics determine deformations and kinematic transformation matrices
- DefGeom_3dFrm determines current length and corotational triad of 2-node, 3d frame element
- GeomTran_QuadPlate kinematic matrices and local displacements for a quadrilateral plate element
- GeomTran_TriPlate kinematic matrices and local displacements for a triangular plate element
- Large3du2ul_Quad determine the local displacements of a triangular element
- Large3du2ul_Tri determine the local displacements of a triangular element
- Large3du2v_Frm determine 3d frame element deformations from end displacements
- kg_3dFrm geometric stiffness matrix for 2-node 3d frame element different options
- kg_QuadPlate geometric stiffness matrix for quadrilateral plate element for different options
- kg_TriPlate geometric stiffness matrix for triangular plate element for different options