A Heuristic Approach for Constrained Real Time Motion Planning of a Redundant 7-DOF Mechanism for 3D Laser Scanning
Information Control Problems in Manufacturing, Volume # 13 | Part# 1
Authors
Borangiu, Theodor; Dogar, Anamaria; Dumitrache, Alexandru
Identifier
10.3182/20090603-3-RU-2001.00202
Index Terms
Robotic Systems; Optimization and Control; Manufacturing System Engineering
Abstract
This article presents a heuristic algorithm for motion planning of a short range 7-DOF Laser Scanning System consisting of a 6-DOF vertical robot arm and a rotary table holding the workpiece. The redundancy of the mechanism is exploited for specifying certain constraints such as imposing a smooth motion of the rotary table while respecting the acceleration and speed limits and avoiding undesirable configurations of the robot arm such as the kinematic singularities, out-of-range conditions and collisions between the mechanical elements of the system (robot, table, workpiece and laser probe). The paper also presents the control system of the rotary table, and a communication protocol which allows the integration of the above-mentioned planning algorithm into the 3D scanning system.
References
REFERENCES Adept Technology, Inc. (2007), Six-Axis Robot Configuration Singularities. Technical documentation. Borangiu, Th., Ionescu, F. (2002) Robot Modelling and Simulation, Chapter 2: Robot Kinematics. Agir (Ed.), Bucharest. Borangiu, Th. et al. (2008a), Integrating a Short Range Laser Probe with a 6-DOF Vertical Robot Arm and a Rotary Table, Proceedings of RAAD 2008, Ancona, Italia Borangiu, Th. et al. (2008b), Modeling and Simulation of Short Range 3D Triangulation-Based Laser Scanning System, Proceedings of ICCCC 2008, Baile Felix-Spa Oradea Cormen T. H. et al. (2001), Introduction to Algorithms. Chapter 3: Single Source Shortest Paths. The MIT Press, (Ed.). Impoco, G. et al. (2005), A Six-Degrees-of-Freedom Planning Algorithm for the Acquisition of Complex Surfaces, International Journal of Shape Modeling, Vol. 11, no. 1, June 2005, p. 1-23. LaValle S. M. (2006) et. al, Planning Algorithms. Cambridge University Press. Spong M. W. et al. (2005), Robot Modeling and Control, Chapter 3: Forward Kinematics: The Denavit- Hartenberg Convention. John Wiley and Sons, Inc. Varady T. et al. (1996), Reverse Engineering of Geometric Models – An Introduction. Computer-Aided Design, Vol. 29, No. 4, April 1997 , pp. 255-268(14). Elsevier. Rahayem, M. et al. (2008), Geometric Reverse Engineering Using A Laser Profile Scanner Mounted On An Industrial Robot, DAAAM 2008, Tallinn, Estonia
