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fbtwitterlinkedinvimeoflicker grey 14rssslideshare1
Johnson, Colin G.; Marsh, Duncan (1996)
Publisher: IEEE Press
Languages: English
Types: Unknown
Subjects: QA76
A major aim of robotics research is the provision of systems which simplify the programming of robots, enabling experienced designers and engineers to implement robotic devices as part of a larger systems without the need to become expert programmers. Also in the quest for a flexible industrial production system is it desirable to be able to reprogram robots offline, so that they can be doing one task whilst being prepared for another. This paper describes the mathematical and computational background to a system which enables the development and testing of robot programs in a CAD environment in a way that is simple to use and compatible with existing methods used in CAD systems.
  • The results below are discovered through our pilot algorithms. Let us know how we are doing!

    • [1] P. Alison, M. Gilmartin, and P. Urwin. Strategic collision avoidance of two robot arms in the same work cell. In A. Lenarcˇicˇ and B.B.Ravani, editors, Advances in Robot Kinematics and Computational Geometry, pages 467-476. Kluwer, 1994.
    • [2] S. Cameron. Using space-time for collision detection : solving the general case. In Warwick [39], pages 403-415.
    • [3] M. S. Casale. Free-form solid modeling with trimmed surface patches. IEEE Computer Graphics and Applications, pages 33-43, January 1987.
    • [4] H. H. Cheng. Real-time four-dimensional collsion detection for an industrial robot manipulator. In Proceedings of the 3rd National Conference on Applied Mechanisms and Robotics (Cincinatti, Ohio), volume 1, pages 1-13, 1993.
    • [5] S. Chiaverini and C. Vicinanza. Reachable workspace computation for planar revolute jointed arms. In Warwick [39], pages 93-105.
    • [6] J. Craig. Introduction to Robotics. Addison-Wesley, second edition, 1989.
    • [7] T. D. DeRose, R. N. Goodman, H. Haken, and S. Mann. Functional composition algorithms via blossoming. ACM Transactions on Graphics, 12(2):113-135, April 1993.
    • [8] Editorial. IEEE Robotics and Automation Magazine, 1(1), March 1994. front cover picture and associated comment, work from Sandia National Laboratories.
    • [9] G. Farin. Curves and Surfaces for Computer Aided Geometric Design. Academic Press, third edition, 1993.
    • [10] R. T. Farouki and J. K. Hinds. A hierarchy of geometric forms. IEEE Computer Graphics and Applications, pages 51-78, May 1985.
    • [11] R. Featherstone. A hierarchical representation of the space occupancy of a robot mechanism. In J.-P. Merlet and B. Ravani, editors, Computational Kinematics (INRIA, September 1995). Kluwer, 1995.
    • [12] K. Fujimura and H. Samet. A hierarchical strategy for pathplanning among moving obstacles. IEEE Transactions on Robotics and Automation, 5(1), February 1989.
    • [13] C. Gibson and D. Marsh. Concerning cranks and rockers. Mechanism and Machine Theory, 23(5):355-360, 1988.
    • [14] C. Gibson and D. Marsh. On the linkage varieties of the Watt 6-bar mechanisms. Mechanism and Machine Theory, 24(2):106-126, 1989.
    • [15] C. Gibson and D. Marsh. On the geometry of geared 5- bar motion. Journal of Mechanical Design, 112(4):620-627, 1990.
    • [16] J. Hopcroft, J. Schwartz, and M. Sharir, editors. Planning, Geometry and Complexity of Robot Motion. Ablex, Norwood, N.J., 1987.
    • [17] J. Hoschek and D. Lasser. Fundamentals of Computer Aided Geometric Design. A.K. Peters, 1989.
    • [18] Y. Hwang and N. Ahuja. Gross motion planning-a survey. ACM Computing Surveys, 24(3):219-291, 1992.
    • [19] B. Ju¨ttler. Spatial rational motions, March 1996. Seminar, University of Dundee. From the Proceedings of the IEEE International Joint Symposia on Intelligence and Systems, Washington DC, November 1996. c 1996 IEEE.
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