Kuei-Jen Cheng and Pi-Ying Cheng
[1] P.K. Bhatti and S.S. Rao, Reliability analysis of robot manip-ulators, ASME Journal of Mechanisms, Transmissions, andAutomation in Design, 110, 1988, 175–181. [2] Y.H. Andrew Liou, P.P. Lin, R. R. Lindeke, and H.D. Chiang,Tolerance specification of robot kinematic parameters using anexperimental design technique – the Taguchi method, Robotics& Computer-Integrated Manufacturing, 10, 1993, 199–207. [3] T.S. Liu and J.D. Wang, A reliability approach to evaluatingrobot accuracy performance, Mechanism and Machine Theory,29(1), 1994, 83–94. [4] Z. Shi, Reliability analysis & synthesis of robot manipula-tors, Proc. Annual Reliability and Maintainability Symposium,Anaheim, California, 1994, 201–205. [5] J.C. Musto and G.N. Saridis, Task reliability assessment inrobotic systems, Journal of Robotic Systems, 12(9), 1995,583–598. [6] S.S. Rao and P.K. Bhatti, Probabilistic approach to manip-ulator kinematics and dynamics, Reliability Engineering andSystem Safety, 72, 2001, 47–58. [7] P.S. Shiakolas, K.L. Conrad, and T.C. Yih, On the accuracy,reliability, and degree of influence of kinematics parametersfor industrial robots, International Journal of Modeling andSimulation, 3, 2002, 1–10. [8] B.K. Rout and R.K. Mittal, Tolerance design of robot param-eters using Taguchi method, Mechanical Systems and SignalProcessing, 20, 2006, 1832–1852. [9] W. Wu and S.S. Rao, Uncertainty analysis and allocationof joint tolerances in robot manipulators based on intervalanalysis, Reliability Engineering and System Safety, 92, 2007,54–64. [10] K. Jayaram and K. Sankaranarayanasamy, Tolerance synthesisof robot dynamic parameters using artificial neutral networks,Manufacturing Engineering, 4(6), 2007, 69–72. [11] B.K. Rout and R.K. Mittal, Tolerance design of manipulatorparameters using design of experiment approach, Structuraland Multidisciplinary Optimization, 34, 2007, 445–462. [12] J.-P. Merlet, Interval analysis and reliability in robotics, In-ternational Journal of Reliability and Safety, 3(1–3), 2009,104–130.331 [13] J. Kim, W.-J. Song, and B.-S. Kang, Stochastic approach tokinematic reliability of open-loop mechanism with dimensionaltolerance, Applied Mathematical Modelling, 34, 2010, 1225–1237. [14] J. Wang, J. Zhang, and X. Du, Hybrid dimension reduction formechanism reliability analysis with random joint clearances,Mechanism and Machine Theory, 46, 2011, 1396–1410. [15] Z. Sun, T. Yu, W. Cui, and B. Song, Reliability analysisfor close position accuracy of gear door mechanism basedon importance sampling, Proc. Annual IEEE InternationalConference on Quality, Reliability, Risk, Maintenance, andSafety Engineering, Xi’an, China, 2011, 168–172. [16] M.D. Pandey and X. Zhang, System reliability analysis of therobotic manipulator with random joint clearances, Mechanismand Machine Theory, 58, 2012, 137–152. [17] Y.S. Feng, The development of a theory of mechanism reli-ability, Reliability Engineering and System Safety, 41, 1993,95–99. [18] Z. Huang and T. Shi, The motion accuracy reliability researchof hydraulic amplifier mechanism in naval ships, Proc. An-nual 2011 IEEE International Conference on Electronic &Mechanical Engineering and Information Technology, Harbin,Heilongjiang, China, 2011, 2777–2780. [19] S.A. Hayati, Robot arm geometric link parameter estimation,Proc. 22nd IEEE International Conference on Decision andControl, San Antonio, Texas, 1983, 1477–1483. [20] W.K. Veitchegger and C.-H. Wu, Robot accuracy analysis basedon kinematics, IEEE Journal of Robotics and Automation,2(3), 1986, 171–179. [21] W.K. Veitchegger and C.-H. Wu, Robot calibration and com-pensation, IEEE Journal of Robotics and Automation, 4(6),1988, 643–656. [22] K.-J. Cheng and P.-Y. Cheng, The investigation of the maneu-verability deterioration based on acceleration radius theory,Mechatronics, 19, 2009, 1211–1220. [23] T. Yoshikawa, Manipulability of robotic mechanisms, TheInternational Journal of Robotics Research, 4(2), 1985, 3–9. [24] R. Coeppe and T. Yoshikawa, Dynamic manipulability analysisof compliant motion, Proc. Annual International Conferenceon Intelligent Robots and Systems, Grenoble, France, 1997,1472–1478. [25] S.R. Ploen, A skew-symmetric form of the recursive Newton–Euler algorithm for the control of multibody systems, Proc. An-nual American Conference on Control, San Diego, California,1999, 3770–3773. [26] J. K¨ovecses, R.G. Fenton, and W.L. Cleghorn, Effects ofjoint dynamics on the dynamic manipulability of geared robotmanipulators, Mechatronics, 11, 2001, 43–58. [27] K. Abdel-Malek, W. Yu, and J. Yang, Placement of robotmanipulators to maximize dexterity, International Journal ofRobotics and Automation, 19(1), 2004, 6–15.
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