References - Home - Springer978-1-4684-6852... · 2017-08-25 · SITEF Seminar Toulouse, November,...

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References 1. Coiffet, P. Modelling and Control Robot Technology, Volume 1, Kogan Page, London, 1983. 2. Llibre, M.; Mampey, R. Comparative Study of Industrial Robots DERA- CERT Report, Toulouse, june, 198!. 3. Liegeois, A.; Llibre, M.; Renaud, M. Kinematics and CAD Workshop CNRSI NSF on Advanced Robotics and Automation, Paris, june, 1982. 4. Khatib, O. Dynamic Control and Obstacle Avoidance of Robots in the Operational Space Thesis, ENSAE, Toulouse, 1980. 5. Wittemburg,j. Dynamics of Systems of Rigid Bodies (B.G. Teubner, Ed.), Stuttgart, 1977. 6. Latombe,j.-C.; Mazer,j. A Programming Language for Robotics (LM) Research Report RR 197, Grenoble, March, 1980. 7. Pieper, D.L. The kinematics of manipulators under computer control. Stanford Artificial Intelligence Report Memo No. AI-72, October, 1968. 8. Lipkin, H.; Duffy,j. Analysis of industrial robots via the theory of screws. Proceedings of 12th International Symposium on Industrial Robots Paris, june, 1982,pp. 359-370. 9. Parent, M.; Laurgeau, C. Logic and Programming Robot Technology, Volume 5, Kogan Page, 1984. 10. Scheffer, B. Geometric control and calibration method of an industrial robot. Proceedings of 12th International Symposium on Industrial Robots Paris, june, 1982,pp.331-339. 11. Ris, G.; Veron, M. Influence of geometrical defects on tool positioning of industrial robots. Proceedings of the 11th CIRP International Seminar on Manufacturing Systems Nancy, june, 1979, pp. 215-222. 12. AFRI Definitions and Industrial Robots September, 1981. 13. Fohanno, M. Assessment of the mechanical performance of industrial robots. Proceedings of 12th International Symposium on Industrial Robots Paris, june, 1982,pp.349-358. 14. Boudarrel, R.; Delmas,j.; Guichet, P. Optimal Control of Processes Volume 2, Dunod, Paris, 1968. 15. Liegeois, A.; Dombre, E. Analysis of industrial robots. Relationships between geometry, performance and function.IRIA/SURF Report No. 79102, july, 1979. 16. Ris, G. Contribution to the Faults Identification in Robots. Application to Their Interchange Thesis, Nancy, March, 1981. 17. Warnecke, H.-j.; Brodbeck, B. Test stand for industrial robots. Proceedings of 7th International Symposium on Industrial Robots Tokyo, October, 1977, pp.443-451. 18. Mansion, D. State of the art of sensors. Geometrical measurements. Le Nouvei Automatisme October-November, 1980, pp. 41-52. 257

Transcript of References - Home - Springer978-1-4684-6852... · 2017-08-25 · SITEF Seminar Toulouse, November,...

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References

1. Coiffet, P. Modelling and Control Robot Technology, Volume 1, Kogan Page, London, 1983.

2. Llibre, M.; Mampey, R. Comparative Study of Industrial Robots DERA­CERT Report, Toulouse, june, 198!.

3. Liegeois, A.; Llibre, M.; Renaud, M. Kinematics and CAD Workshop CNRSI NSF on Advanced Robotics and Automation, Paris, june, 1982.

4. Khatib, O. Dynamic Control and Obstacle Avoidance of Robots in the Operational Space Thesis, ENSAE, Toulouse, 1980.

5. Wittemburg,j. Dynamics of Systems of Rigid Bodies (B.G. Teubner, Ed.), Stuttgart, 1977.

6. Latombe,j.-C.; Mazer,j. A Programming Language for Robotics (LM) Research Report RR 197, Grenoble, March, 1980.

7. Pieper, D.L. The kinematics of manipulators under computer control. Stanford Artificial Intelligence Report Memo No. AI-72, October, 1968.

8. Lipkin, H.; Duffy,j. Analysis of industrial robots via the theory of screws. Proceedings of 12th International Symposium on Industrial Robots Paris, june, 1982,pp. 359-370.

9. Parent, M.; Laurgeau, C. Logic and Programming Robot Technology, Volume 5, Kogan Page, 1984.

10. Scheffer, B. Geometric control and calibration method of an industrial robot. Proceedings of 12th International Symposium on Industrial Robots Paris, june, 1982,pp.331-339.

11. Ris, G.; Veron, M. Influence of geometrical defects on tool positioning of industrial robots. Proceedings of the 11th CIRP International Seminar on Manufacturing Systems Nancy, june, 1979, pp. 215-222.

12. AFRI Definitions and Industrial Robots September, 1981. 13. Fohanno, M. Assessment of the mechanical performance of industrial robots.

Proceedings of 12th International Symposium on Industrial Robots Paris, june, 1982,pp.349-358.

14. Boudarrel, R.; Delmas,j.; Guichet, P. Optimal Control of Processes Volume 2, Dunod, Paris, 1968.

15. Liegeois, A.; Dombre, E. Analysis of industrial robots. Relationships between geometry, performance and function.IRIA/SURF Report No. 79102, july, 1979.

16. Ris, G. Contribution to the Faults Identification in Robots. Application to Their Interchange Thesis, Nancy, March, 1981.

17. Warnecke, H.-j.; Brodbeck, B. Test stand for industrial robots. Proceedings of 7th International Symposium on Industrial Robots Tokyo, October, 1977, pp.443-451.

18. Mansion, D. State of the art of sensors. Geometrical measurements. Le Nouvei Automatisme October-November, 1980, pp. 41-52.

257

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258 Performance and Computer-Aided Design

19_ Hill, j _W_; Salisbury, j _K jr- Study to design and develop remote manipulator systems_ SRI International Reports july 1976-November 1977.

20. Peruchon, E. A performance evaluation method for manipulator systems. Proceedings of 1st ARA Seminar: Advanced Teleoperation Poitiers, September, 1982, pp. 72-80.

21. Armstrong, W.W. Recursive Solution to the Equations of Motion of aN-link Manipulator University of Montreal, june, 1978.

22. European Space Agency Dynamics and Control of Non-Rigid Spacecraft ESA SP-117,july, 1976.

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24. Poelaert, D. Dynamic Analysis and Attitude Stabilization of Deformable Satellites Thesis, University of Paul Sabatier, Toulouse, October, 1973.

25. Champetier, C. Optimal and Positive Control of Flexible Arrays Thesis, ENSA, Toulouse, December, 1982.

26. Bausset, L. Dynamics Hermann, Paris, 1982. 27. Williams, CJ .H. Dynamics modelling and formulation techniques for non­

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lator control. Proceedings of 2nd RMS Elsevier, Amsterdam, 1977, pp. 28-37. 29. Barraco, A.; Ishiomin, G. et ai. Considering deformations in the dynamics

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30. Dimnet, j. The friction in light robots. Proceedings of the 1st ARA Seminar_­Mechanics and Technology Poitiers, September, 1982, pp. C1-C12.

31. Liegeois, A.; Coiffet, P. Designing the Control System of a Telemanipulator for Tetraplegic People IRIA Progress Report No.7 5 /11 7, june, 1976.

32. Liegeois, A.; Dombre, E.; Borrel, P. Learning and control for a compliant computer-controlled manipulator. IEEE Transactions on Automatic Control AC-25, December, 1980, pp. 1097-1101.

33. Dombre, E. Performance Analysis of Compliant Redundant Manipulators: Modelling and Control. Thesis, USTL, Montpellier, june, 1981.

34. Luh,j.Y.S.; Walker, M.W.; Paul, R.P.C. Resolved acceleration control of mechanical manipulators. IEEE Transactions on Automatic Control AC-25, june, 1980.

35. GuiIIon, L. Hydraulic and Electro-hydraulic Servocontrol Dunod, Paris, 1977. 36. Lhote, F.; Kauffmann,j.; Andre, P.; Taillard,j. Robot Components and

Systems Robot Technology, Volume 4, Kogan Page, London, 1984. 37. Graille, j.; Liegeois, A. A model of bipedal locomotion for active control of

an orthotic device. Innov. Tech. Bioi. Med. 1981, 2 (2), pp. 132-15l. 38. Liegeois, A.; Simon, j -P. The controllability of muItibody mechanisms in

Reference 22, pp. 227-236. 39. Chen, C.T.; Desoer, C.A. A proof of controllability of jordan form state

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40. Fossard, A. Multivariable System Control Dunod, Paris, 1972. 41. Borrel, P.; Aldon, MJ.; Liegeois, A. CAD of robots. SITEF Seminar Toulouse,

November, 1980 (unpublished). 42. Heginbotham, W.B. et al. Computer graphics simulations of industrial robot

interactions. Proceedings of 7th International Symposium on Industrial Robots Tokyo, October, 1977, pp. 169-176.

43. Popplestone, R.P.; Ambler, A.P.; Bellas, I. RAPT, a language for describing assemblies. The Industrial Robot September, 1978, pp. 131-137.

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44. Wesley, M.A. et al. A geometric modeling system for automated mechanical assembly. IBM Journal of Research and Development 1980,24 (1), pp. 64-74.

45. The RA-3D System RNUR, 1978. 46. Soroka, B.I. Debugging robot programs with a simulator. Proceedings of

CADCAM 8 Conference Anaheim, November, 1980. 47. Warnecke, HJ.; Schraft, R.D.; Schmidt-Streier, U. CAD as a tool for installing

an industrial robot. Le Nouvel Automatisme January-February, 1982, pp.63-69.

48. Queromes, J. Computer-aided design and robotics. Proceedings of 12th Inter­national Symposium on Industrial Robots Paris, June, 1982, pp. 185-195.

49. Borrel, P.; Dombre, E.; Liegeois, A.; Bernard, F.; Bourcier, D. Robotics and the CATIA system. Robotics in France Hermes, Paris, 1982, pp. 125-14l.

50. Production Automation Project An Introduction to PADL Technical Memo 22, University of Rochester, New York, December, 1974.

51. Lieberman, L.I.; Grossman, D.D.; Lavin, M.A.; Lozano-Perez, T.; Wesley, M.A. Three-dimensional Modeling for Automated Mechanical Assembly Research Report RC 7089, IBM Research Center, Yorktown Heights, 1978.

52. Grossman, D.D. Procedural representation of three-dimensional objects. IBM Journal of Research and Development 1976,20, pp. 582-589.

53. Lieberman, L.I.; Wesley, M.A. Autopass: an automatic programming system for computer-controlled mechanical assembly. IBM Journal of Research and Development 1977,21, pp. 321-333.

54. Bernard, F. Integral computer-assisted design and manufacturing system. 12th ICAS Munich, October, 1980.

55. Borrel, P.; Bernard, F.; Liegeois, A.; Bourcier, E.; Dombre, E. The robotics facilities in the CAD/CAM CATIA system. Developments in Robotics IFS, December, 1982.

56. Brooks, R.A.; Greiner, R.G.; Binford, T.O. The ACRONYM model-based vision system. Proceedings of 6th International Joint Conference on Artificial Intelligence Tokyo, 1979.

57. Dufay, B.; Candon, C.; Latombe,J.-C.; Laugier, C.; Mazer, E.; Miribel, F.; Pertin, J. Towards non-programming robots. Proceedings of 1st ARA Seminar: General Robotics Poitiers, September, 1982, pp. 139-152.

58. Encarnacao, J. Computer-aided design. Modelling, systems engineering, CAD systems. Lecture Notes in Computer Science Volume 89, Springer-Verlag, New York, 1980.

59. Rogers, D.F.; Adams,J.A. Mathematical Elements for Computer Graphics McGraw-Hill, New York, 1976.

60. Barnhill, R.E.; Riesenfeld, R.F. Computer-Aided Geometric Design Academic Press, New York, 1974.

61. Siggraph '80 Conference Proceedings. Computer Graphics July, 1980. 62. Faux, I.D.; Pratt, MJ. Computational Geometry for Design and Manufacturing

Ellis Horwood, Chichester, 1979. 63. Morvan, P.; Lucas, M. Images and Computers. Introduction to Interactive

Graphics Larousse, Paris, 1979. 64. IRIA/Laboria Fortran 3D User's Manual IRIA/Laboria, 1980. 65. IBM System /370 APT-AC Numerical Control Processor. General Information

Manual 1973. 66. Brun,J.-M. et al. EUCLID User's Manual LIMSI of CNRS, Orsay, 1976. 67. Dassault-Systemes CA TIA User's Manual 1982 68. Interpolation and approximation of curves and surfaces Computer-Aided

Design. Modelling, Systems Engineering, CAD Systems. Lecture Notes in Computer Science Volume 89, Springer-Verlag, New York, 1980.

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69_ Bezier, P_ Numerical Control: Mathematics and Applications Wiley, New York,1972.

70. De Boor, C_ A Practical Guide to Splines Applied Mathematical Sciences, Volume 27, Springer-Verlag, New York, 1978.

71. Liege, T. Interactive Robot Programming Thesis, USTL, Montpellier, December, 1980.

72. Renaud, M. Dynamic Modelling and Control of Manipulator Robots Thesis, University of Toulouse, September, 1980.

73. Wu, S.C.; Abel,J.F.; Greenberg, P. An interactive computer graphics approach to surface representation Computer Graphics Special Siggraph 1977, pp. I-10.

74. Grave, M. Surface Modelling with CAD IRIA/Laboria, Volume 210, December, 1976.

75. Gardan, Y.; Lucas, M. Interactive Graphics in CAD Kogan Page, London, 1984.

76. Liegeois, A.; Dombre, E.; Borrel, P.; Touron, P. A System for CAD and emulation of robot programs Proceedings of 2nd ARA Seminar Besancon, November, 1983.

77. Baer, A.; Eastman, C.; Henrion, M_ Geometric Modelling: A Survey Computer­Aided Design, Volume 11, September, 1979, pp. 253-272_

78. Wesley, M.A. Construction and use of geometric models, Modelling, Systems Engineering, CAD Systems, Lecture Notes in Computer Science Springer­Verlag, New York, 1980,pp.97-136.

79. Wesley, M.A. et al. A geometric modeling system for automated mechanical assembly. IBM Journal of Research and Development 1980,24 (I),pp. 64-74.

80. Ambler, A.P.; Popplestone, R.J. Inferring the positions of bodies from specified spatial relationships. AISB Summer Conference University of Sussex, july, 1974.

81. International Seminar. Programming Languages for Robotics IRIA, Rocquencourt, June, 1979.

82. Warnecke, RJ.; Schraft, R.D. Research activities at the IPA in the field of robotics. Proceedings of 7th International Symposium on Industrial Robots Tokyo, 1977,pp_ 25-32.

83. Hegimbotham, W.B.; Dooner, M.; Kennedy, D.N. Computer graphics simu­lation of industrial robot interactions. Proceedings of 7th International Symposium on Industrial Robots Tokyo, 1977, pp. 169-176_

84. Liegeois, A.; Fournier, A.; Aldon, M.J.; Borrel, P. A system for computer­aided design of robots and manipulators. Proceedings of 10th International Symposium on Industrial Robots Milan, 1980, pp. 441-452.

85. Warnecke, H.j.; Schraft, R.D.; Schmidt-Streier, U. CAD as a tool for installing an industrial robot. Le Nouvel Automatisme january-February, 1982, pp.63-69.

86. Parent, M.; Laurgeau, C. Logic and Programming Robot Technology, Volume 5, Kogan Page, London, 1984.

87. Dombre, E.; Borrel, P.; Liegeois, A. A CAD system for programming and simulating robot actions. Digital Systems for Industrial Automation Volume 2, Dane Russak, New York, 1984, pp. 201-226.

88. Dombre, E.; Borrel, P_ Off-line Robot Programming Robotic Systems Course, IBM Europe Institute, Grassau, July, 1983.

89. Denavit, J.; Hartemberg, R.S. A kinematic notation for lower-pair mech­anisms based on matrices. Transactions of ASME Journal of Applied Mech­anisms 1955, 17, pp. 215-221.

90. Paul, R. Robot Manipulators: Mathematics, Programming and Control MIT Press, Boston, 1981.

91. Sol. E.J.; Veldpaus, F .E.; Janssen, J.D. Tools for modelling the kinematics of

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94. Week, M.; Eversheim, W.; Zuehlke, D. Robex - An off-line programming system for industrial robots. Proceedings of 11th International Symposium on Industrial Robots Tokyo, October, 1981, pp. 655-662.

95. Meyer, j. An emulation system for programmable sensory robots. IBM Journal of Research and Development 1981,25 (6), pp. 955-962.

96. Liegeois, A. Automatic supervisory control of the configuration and behav­iour of multibody mechanisms. IEEE Transactions on Systems, Man and Cybernetics SMC-7, 1977, pp. 868-871.

97. Fournier, A.; Khalil, W. Coordination and reconfiguration of mechanical redundant systems. Proceedings of International Conference on Cybernetics and Society Washington DC, September, 1977, pp. 227-231.

g8. Fournier, A. Application of Generalized Inverse and Pseudo-Inverse Matrices to Robot Motion Thesis, USTL, Montpellier, April, 1980.

99. Sata, T.; Kimura, F.; Amano, A. Robot simulation system as a task pro­gramming too!. Proceedings of 11th International Symposium on Industrial Robots Tokyo, October, 1981, pp. 593-602.

100. Proceedings of 13th International Symposium on Industrial Robots Session 7, April, 1983.

101. Vertut,j.; Coiffet, P. Teleoperations and Robotics; Evolution and Develop­ment Robot Technology, Volume 3A, Kogan Page, London (in press). Vertut,j.; Coiffet, P. Teleoperations and Robotics: Applications and Tech­nology Robot Technology, Volume 3B, Kogan Page, London (in prepar­ation).

102. Vertut, j. et al. Contribution to define a dexterity factor for manipulators. Proceedings of 21st Conference on Remote Systems Technology 1973, pp.38-46.

103. Lhote, F.; Kauffmann,j.; Andre, P.; Taillard,j. Robot Components and Systems Robot Technology, Volume 4, Kogan Page, London, 1984.

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109. Selfridge, R.G. The reachable work area of a manipulator. Mechanism and Machine Theory 1983,18 (2), pp. 131-137.

110. Duffy, j. Mechanisms and R obo t Manipulators Edward Arnold, London, 1980.

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112. Borrel, P. Modelling the Manipulator's Behaviour. Performance Analysis and Automatic Control Thesis, USTL, Montpellier, December, 1979.

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114. Fournier, R. Determining the Strategies of Evolution of a Manipulator Arm in a Complex Environment Thesis, USTL, Montpellier, June, 1983.

115. Liegeois, A.; Coiffet, P.; Fournier, A.; Dombre, E. Designing a manipulator for tetraplegic patients. IRIA Progress Report Spartacus Project March, 1978.

116. Guittet, J. Industrial and Medical Robotics Robotics Course, IRIA, 1976, pp.115-121.

117. Blanchon, J .-L. Identification of Manipulator Static Errors DEA Report, USTL, Montpellier, July, 1983.

118. Ris, G.; Veron, M.; Lepage, F. Problems of robot's interchangeability. Annals of the CIRP 1980,29 (1),pp. 345-349.

119. Kumar, A.; Waldron, K.J. Numerical plotting of surfaces of positioning accuracy of manipulators. Mechanism and Machine Theory 1981, 16 (4), pp.361-368.

120. Whitney, D.E.; Junkel, E.F. Applying stochastic control theory to robot sensing, teaching and long-term control. Proceedings of 12th International Symposium on Industrial Robots Paris, June 1982, pp. 445-457.

121. Lacan, H. Error Estimation and Compensation of Robots. Student Report ESE-LAM, June, 1983.

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123. Graille,J. Models of Bipedal Locomotion for CAD and Control of Lower Limbs Powered Ortheses Thesis, USTL, Montpellier, October, 1980.

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125. Jackson, K.M. Fitting on mathematical functions to biomechanical data. IEEE Transactions on Biomedical Engineering BME-26 (2), February, 1979, pp.122-124.

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136. Renaud, M. Modelling and Dynamic Control of Robots Thesis, University of Toulouse, September, 1980.

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139. Spar Aerospace Limited The Remote Manipulator System Spar, Toronto, 1978. 140. Vukobratovic, M. Legged Locomotion Robots and Anthropomorphic Mech­

anisms Monograph Miha"ilo Pupin Institute, Beograd, 1975. 141. Raibert, M.H. Dynamic stability and resonance in a one-legged hopping

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144. Bourassa, P. Modelling of human motion. Applications to running and gait analysis. IFAC Workshop on Human Gait Analysis and Applications Montpellier, November, 1983.

145. Graille, J.; Liegeois, A. Locomotion model using CAD methods. IFAC Work­shop on Human Gait Analysis and Applications Montpellier, November, 1983.

146. Freund, E. The structure of decoupled non-linear systems. International Journal of Control 1975, 21 (3),pp. 443-450.

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148. Freund, E. Path control for a redundant type of industrial robot. Proceedings of 7th International Symposium on Industrial Robots Tokyo, October, 1977.

149. Khalil, W.; Liegeois, A.; Fournier, A. Dynamic control of robots. RAIRO Systems Analysis and Control 1979, 13 (2), pp. 189-20l.

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151. Vukobratovic, M.; Potkonjak, V. Dynamics of Manipulation Robots. Theory and Application Springer-Verlag, New York, 1982.

152. Uicker, J.J. Dynamic behaviour of spatial linkages. Transactions of the ASM 1968,68 (5),pp. 1-15.

153. Bejczy, A.K. Dynamic models and control equations for manipulators. Tutorial Workshop on Basics of Advanced Automation of Complex Motion Systems, 18th CDC Fort Lauderdale, 1979.

154. Raibert, M.H. Analytical equations versus table look-up for manipulators: a unifying concept. IEEE Conference on Decision and Control New Orleans, December, 1977.

155. Lewis, R.A. Autonomous manipulation on a robot. Summary of manipulator software functions.JPL Tech. Memo 33-676, March, 1974.

156. Luh,J.Y.S.; Walker, M.W.; Paul, R.P.C. Resolved acceleration control of mechanical manipulators. IEEE Transactions on Automatic Control AC-25 (3),June, 1980.

157. Raibert, M.H.; Horn, D.K.P. Manipulator control using the configuration space method. Industrial Robot June, 1978, pp. 69-73.

158. Albus,J.S. A new approach to manipulator control: the Cerebellar Model Articulation Controller (CMAC). ASME, Journal of Dynamic Systems, Measurement and Control 1975, 97 (3), pp. 220-227.

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159_ Liegeois, A_; Aldon, M.J. Automatic Lagrange equations for manipulators. INRIA Report 1980, 32_

160. Liegeois, A.; Aldon, M.J. Automatic generation of dynamic internal models for robots. Final report A TP-CNRS Artificial Intelligence july, 1981.

161. Aldon, M.J. Dynamic Model Generation of Robots for CAD and Control Thesis USTL, Montpellier, October, 1982.

162. Walker, M.W.; Orin, D.E. Efficient dynamic computer simulation of robotic mechanisms. Proceedings of Joint Automatic Control Conference Charlottes­ville, 1981.

163. Hollerbach, j .M. A recursive formulation of Lagrangian manipulator dynamics. Proceedings of Joint Automatic Control Conference San Francisco, 1980.

164. Orin, D.E. Pipelined Approach to Inverse Plant Plus Jacobian Control Report from Ohio State University Department of Electrical Engineering, February, 1982.

165. Hollerbach,j.M.; Sahar, G. Wrist-partitioned inverse, kinematic accelerations and manipulator dynamics. MIT Artificial Intelligence Memo No. 717, April, 1983.

166. Thomas, M.; Tesar, D. Dynamic modeling of serial manipulator arms.Proceed­ings of Joint Automatic Control Conference Charlottesville, 1981.

167. Llibre, M.; Mampey, R.; Chretien,j.P. Computer simulation of dynamic robot manipulators. Proceedings of Congress AFCET Besancon, November, 1983.

168. Bodley, C.S. et al. A digital computer program for the dynamic interaction simulation of controls and structure. NASA Technical Paper 1978, 1219.

169. Samin,j.C. Dynamics of Deformable Spinning Bodies Thesis, University of Louvain, May, 1974.

170. Hugues, P.C. Dynamics of a flexible manipulator arm for the space shuttle. Proceedings of 1977 AAS/AAAA Astrodynamics Conference jackson Lake Lodge, September, 1977.

171. Mampey, R.; Llibre, M. Design of a simulator for manipulations in space. DERA/CERT Report Toulouse, April, 1981.

172. Aldon, M.J.; Touron, P. A computer model of mechanisms with closed kinematic loops. Applying it to robotics_ Proceedings of AMSE Conference Nice, September, 1983.

173. Touron, P. Newton-Euler Robot Dynamic Models and CAD Applications DEA Report, USTL, Montpellier, june, 1981.

174. Touron, P. Thesis, USTL, Montpellier, Summer, 1984. 175. Brady, M. et al. Robot Motion MIT Press, Boston, 1983. 176. Rozinoer,j.; Dimnet,j.; Loubert,j.L. Modelling friction with respect to

problems in robotics. Proceedings of AMSE Conference Paris, june, 1982, pp.53-56.

177. Willems, P.Y. Introduction to Mechanics Masson, Paris, 1979.

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Index

adaptation, interactive, 199, 200 interactive software, 199,200

AFNOR,42 AFRI,42 'almost certain' convergence, 31 arm, range, 144

work space, 140-4 Armstrong's equations, 57-9

method, 253-4 aspect, manipulator, 138-49

elbow-high, 140 elbow-low, 140

attitude see orientation

Bezier surfaces, 98, 99 binary coding in training and

trajectory restitution, 208-10 first-order, 208 second-order, 209

bracket measurement, 45, 46 B-spline surfaces, 98, 99

CAD, applied to robotics, 116-17 programming data bases, 126

CAD/CAM, and general modelling, 81 and robotics, 82 software, 81-2 systems, 85

CATIA system, 85, 111 central inertia tensor, 12 closed-loop arm compensation, 28 computer-aided design see CAD computer-assisted training (CAT), 156 computer control of robot, 233-5 computer-integrated manufacture, 82 computer simulation, 116 et seq

use in constraint analysis, 230 configuration

analysis, 222-3 errors, 9 polynomial interpolation, 223

region, 156 rigid body, 9, 10 space constraints, 212 et seq

Paul's method, 213 et seq Taylor's method, 221 et seq

Configurational Space Model (CSM), 24 configuration of rigid body, 9-10

helical method, 22-4 constraints, 108 et seq

continuous motion, 188 holonomous, 109 mechanical,109 rheonomous, 109 scleronomous, 109 use of inverse dynamic model, 230

continuous motion, constraints, 187 continuous path control, 188 et seq controllability, 75-8 control using a model, 231-5 convergence in probability, 31 coordinates, 10

Cartesian, 10 cylindrical, 10 operational, 10 spherical, 10

265

Coons surface, 100-2 Corio lis and centrifugal forces, 250-1 cube, measuring, 44

D'Alembert's principle, 55-6 damping in mechanical structure, 74 data base, CAD, 126

representation of operation, 128 deformation, modelling, 177

elastic, 178-9 degrees of freedom (DOF), 9

elementary particle, 9 rigid body, 9

Denavit-Hartemberg method, 117-18 direct models, 59-60 direct motion, representation of, 117-24 dynamic equations, use of, 59-60

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266 Index

dynamic errors, 32-4 electro-dynamometric platform, 50-1 rule method, 48 string potentiometer method, 49

dynamic model, robot, 229 et seq dynamic performance index, 32 dynamic precision, 32-4

AFRI definition, 32 dynamics of robots, 53-79, 229-56

effect on trajectory, 219 elastic deformation in body, 60 et seq

finite element model, 67 localized parameters, 61 model approach, 67

electro-dynamometric platform, 50-1 energy dissipation in body, 60 et seq equations of motion, 54 et seq error compensation, 231

evaluation, 31 walking movement, 200, 201

error, geometrical, 176 positioning and orienting, 175

error measurement convergence 'almost certain', 31 least squares, 31 probability, 31

Euclid,108 Euler angle, axis, 18-20

parameters, rotating body, 15-17 experimental assembly cell, 113 expert system, 122 extended body, definition, 244-5

facetization, 103 finite element model, 67-8 fixed reference trihedron, 9 flexion in robots, 78-9 fluid actuator, 72-4

double action hydraulics, 73 force capacity

direct proboem, 158 inverse problem, 170

force-torque relationship, 159 Fourier transforms in modelling, 202

GDP system, 85, 106-8 gearing, use of cables, tapes and belts,

69-74 gears, 72 geometrical elements, 84-108

constraints on, 84 lines, 89 et seq points, 85 et seq

surfaces, 96 geometrical modelling, 81

mechanisms and objects, 112 production processes, 83 systems, 84

graphics simulation, 82 biped locomotion, 193, 197 programming, 197

gravitational forces, 246 gravity, effect on, 229

motor torque, 165 gripper orientation, 149-51

handicapped person, dynamic model, 198 adaptation software, 199 teleprocessing system, 199

helical method, configuration, 22-4

ideal control of robot, 232 inertia, effect of, 247 inertial errors, 235 inverse dynamic model, 230 inverse model, 59 inverse motion, simulation, 124-6 inverse problem, closed-loop solution,

254 ISO,42 isometric projection, 88

JIRA,42 Jordan's canonic form, 75-8 joystick, manipulator for

programming, 203 JPL robot, 239

Khalil's method, 225 kinematic loop, 119

simulation, 123 specification, 123

knowledge model, 175, 181

Lagrange function, 56-8 modelling, 235

complete rule, 243-51 simplification of rule, 237 simplified dynamic mode, 235-43

Lagrange multiplier, 57 least-squares convergence, 31 lines as geometrical elements, 89-96 load capacity, 164 localized deformations, 69-74 localized parameters, deformation

modes, 61-3

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locomotion model logical model, 193-5 monopodal and multipodal, 229 orthesis, 192

lofting, 100

manipulator aspect, 139 equivalent mass, 174 programming, joystick, 203 range, 138 et seq

matrix notation, kinematics, 245 measurement, Peugeot method, 47 measuring bracket, 46

cube, 43 robot, 44

mechanical transmission device, load deformation, 69

mechanisms, graphs, closed and open-loop, 121

minimal time control, limitations, 212 model

construction, 179 control use of, 23 deformation, applied to, 63-5 Fourier transform, use of, 203 general theorem, use of, 251 et seq high level, 54 Lagrangian, use of, 65 static, three-dimensional, 137 et seq

Moebius mathematics, 106 motor force and necessary torques, 117 movements, analysis of, 187-227

NBS, 42 Newton's first law, 55

second law, 54 third law, 55

non-redundant mechanism work volume, 151-4

numerical simulation, 119

open-chain error compensation, 28 optimum movement, 220 orientation, rigid body, 13 orthesis, walking, 190-202

analytical methods, 194 CAD programming, 190 compensation, joystick, 200 dynamic model, 198 graphics simulation, 193, 197 hardware, model, 192 kinematic model, 191, 195 numerical simulation, 195

Index

overall model, 192 Overhauser method, 203

cubic function, 205

Paul's method, motion control, 213 et seq

performance index, 31 Peugeot dynamic, 31 Renault, 31

performance model, 137 points on geometrical elements,

85 et seq point-to-point control, 210 ct seq

motion, constant, 187 point-to-point transformation, 85

dimetric and isometric projections, 85 scaling, 86 symmetry, 87

267

polyhedra, modelling of, 104-8 precision, characteristics required, 41-2

classification, 41-2 measurement, 36-40 measuring cube, 42 measuring robot, 44 of position, 29 et seq test methods, 42 three-dimensional measuring machine, 42

probability convergence, 31 programming, actuator level, 124

object level, 124 projections, conical, 89

cylindrical, 88 dimetric, 87 isometric, 87 parallel, 88 perspective, 89

pulley block gears, 69-70

range, three-dimensional, 147-8 redundant mechanical work volume,

154-8 repeatability, 34-5

and robot operation, 35-6 static, 34

rigid body, positional errors, 24-8 closed-loop, 28 compensation, 25-8

rigid body, 12 central inertial tensor, 11 centre of inertia, 11 configuration and motion, 9-28 degrees of freedom, 9

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268 Index

kinetic energy, 11 operation coordinates, 10 orientation, 9

robot, as acceleration generator, 137 as configuration generator, 137 as force generator, 137 decoupling and optimal control, 231 dynamics, 53 et seq inertial characteristics, 173 localized,181 measuring, 44 models, random error compensation, 181 optimal estimator, 184 overall, 183

robot operation and design, computer simulation, 116 et seq

robot representation, CATIA system, 115

Rodriguez-Hamilton parameters, rotating body, 17-18

rotation matrix, 13 velocity, 10-13

rotation matrix, rigid body, 12

simulators, numerical, 119 situation, 13, 19, 24, 25, 29-31, 33,

36,40,46,54,55,59,60,63,83, 84,117,119,123,124,137,151 et seq

space shuttle manipulator, 229 Space State Model (SSM), 241 static errors, 30 et seq

modelling of, 174 et seq

precision, 30 position, 34

static test bench, 45 static three-dimensional models, 137-86 string potentiometer, use of, 49 surface as geometrical element, 96

Bezier,98 complex surface, 97 cones, 96 cylinder, 96 operation on, 102-4 surface of revolution, 96

surface image generation, 146-7

Ta"it-Bryan angles, 20-2 three-dimensional measuring

machine, 44 three-dimensional modelling, 81

and CAD/CAM, 81 torque, effect on joints, 171 trajectory control, 21 et seq transition time, minimization, 188

VD!,42 VDMA,42

work space, 157 work volumes, 15 et seq

non-redundant mechanisms, 151-4 redundant mechanisms, 154-8

zone of full manipulator employment, 149