by rquey
The Orientation Library is a collection of routines for rotation/orientation manipulation. It ranges from general tools to others for crystal orientations. It is written in C and is well-documented. An interactive program enables to run the routines.
General: manual corrections, small enhancements.
Version 2.0.2 is an incremental bug-fix release for version 2.0. Changes: General: manual corrections, small enhancements.
General: manual corrections, small enhancements; Calculation: added "shortcut" functions ol_e_e_disori & ol_e_e_misori.
Version 2.0.1 is an incremental bug-fix release for version 2.0. Changes: General: manual corrections, small enhancements; Calculation: added "shortcut" functions ol_e_e_disori & ol_e_e_misori.
General: new functions on orientation sets and maps ; modified file organization due to the library growth: ol.c and ol.h replaced by files for the individual "modules" (or chapter) of the software: ol_des, ol_cal, ol_gen, ol_set, ol_map. Interactive ...
Very first version of the Orientation Library interactive program; new functions for generation of misorientations (ol_nb_max_theta_mis, ol_nb_max_rtheta_mis); corrected / improved generation of orientations (ol_nb_r, ol_nb_max_rtheta); new functions for ...
Orientation Library version 2.0.0 is a collection of routines for orientation description / generation / calculation (rotation combination, disorientation...), the study of orientation sets (averaging, anisotropy, filtering...), and orientation mapping. ...
Plenty of manual syntax corrections and enhancements; new conversion functions ol_R_q and ol_q_R; corrected generation of axis/angle of rotation (ol_nb_rtheta ...); changed order of arguments of function ol_g_m_quality; renamed functions ol_g_frame and ...
Version 1.1.3 is an incremental bug-fix release for version 1.1. CHANGES: Plenty of manual corrections and enhancements; new conversion functions ol_R_q and ol_q_R; corrected generation of axis/angle of rotation (ol_nb_rtheta ...); changed order of ...
Improved conversion of rotation matrix into Euler angles by accounting for Euler space degeneracy at phi=180 (ol_g_e, ol_e_e); improved conversion of quaternions into Euler angles by accounting for Euler space degeneracy at phi=0 and phi=180 (ol_q_e); ...
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