Y. Lu, B. Hu, and J. Yu
[1] Z. Huang, L.F. Kong, & Y.F. Fang, Theory on parallel roboticsand control. (Beijing, China: Press of Machinery Industry,1998). [2] J. Gallardo-Alvarado, Kinematics of a hybrid manipulator bymeans of screw theory. Multibody System Dynamics, 14(3–4),2005, 345–366. [3] S.A. Joshi & L.W. Tsai, Jacobian analysis of limited-DOFparallel manipulators, ASME Journal of Mechanical Design,124(2), 2002, 254–258. [4] S.G. Kim & J. Ryu, New dimensionally homogeneous Jacobianmatrix formulation by three end-effector points for optimaldesign of parallel manipulators, IEEE Transactions on Roboticsand Automation, 19(4), 2003, 731–737. [5] J.P. Merlet, Jacobian, manipulability, condition number, andaccuracy of parallel robots, ASME Journal of MechanicalDesign, 128(1), 2006, 199–206. [6] G. Pond & Juan A. Carretero, Formulating Jacobian matricesfor the dexterity analysis of parallel manipulators, Mechanismand Machine Theory, 41(12), 2006, 1505–1519. [7] O. Altuzarra, O. Salgado, V. Petuya, & A. Hernandez, Point-based Jacobian formulation for computational kinematics ofmanipulators, Mechanism and Machine Theory, 41(12), 2006,1407–1423. [8] S.L. Canfield, R.R. Soper, & C.F. Reinholtz, Velocity analysisof parallel manipulators by truss transformations, Mechanismand Machine Theory, 34(3), 1999, 345–357. [9] K. Zhou, J-S. Zhao, Z-Y. Tan, & D-Z. Mao, The kinematicsstudy of a class of spatial parallel mechanism with fewer degreesof freedom, International Journal of Advanced ManufacturingTechnology, 25(9–10), 2005, 972–978. [10] Y. Lu & B. Hu, Unification and simplification of veloc-ity/acceleration of limited-dof parallel manipulators with lin-ear active legs, Mechanism and Machine Theory, 43(9), 2008,1112–1128. [11] N. Dasgupta, A Newton–Euler formulation for the inversedynamics of the Stewart platform manipulator, Mechanismand Machine Theory, 33(8), 1998, 1135–1152. [12] L.W. Tsai, Solving the inverse dynamics of a Stewart-Goughmanipulator by the principle of virtual work. ASME Journalof Mechanical Design, 122(1), 2000, 3–9. [13] C. Zhang & S. Song, Efficient method for inverse dynamics ofmanipulators based on the virtual work principle, Journal ofRobotics Systems, 10(5), 1993, 605–627. [14] J. Gallardo, J.M. Rico, A. Frisoli, D. Checcacci, & M. Berga-masco, Dynamics of parallel manipulators by means of screwtheory, Mechanism and Machine Theory, 38(11), 2003, 1113–1131. [15] J.S. Dai & D.R. Kerr, Six-component contact force measure-ment device based on the Stewart platform, Proc. IMechE PartC, Journal of Mechanical Engineering Science, 214(5), 2000,687–697. [16] Y. Lu & B Hu, Analyzing kinematics and solving ac-tive/constrained forces of a 4-dof 3SPS+SP parallel manipu-lator, Robotica, 27(1), 2009, 29–36. [17] A. Sokolov & P. Xirouchakis, Dynamics analysis of a 3-DOFparallel manipulator with R–P–S joint structure, Mechanismand Machine Theory, 42(5), 2007, 541–557. [18] M. Li, T. Huang, J.P. Mei, et al., Dynamic formulationand performance comparison of the 3-DOF modules of tworeconfigurable PKM—the tricept and the triVariant, ASMEJournal of Mechanical Design, 127(5), 2005, 1129–1136. [19] D. Zhang & C.M. Gosselin, Kinetostattic modeling of N-DoFparallel mechanisms with passive constraining leg and prismaticactuators, ASME Journal of Mechanical Design, 123(3), 2001,375–381. [20] S. Ider Kemal, Inverse dynamics of parallel manipulators inthe presence of drive singularities, Mechanism and MachineTheory, 40(5), 2005, 578–599. [21] R. Andrea, S. Rosario, & F-F. Xi, Static balancing of parallelrobots, Mechanism and Machine Theory, 40(2), 2005, 191–202. [22] J. Wang & C.M. Gosselin, A new approach for the dynamicanalysis of parallel manipulators, Multibody System Dynamics,2(3), 1998, 317–334. [23] Y. Lu & B. Hu, Kinematics/statics analysis of some limited-dof parallel manipulators by a block diagram modeling sys-tem, International Journal of Computer Aided EngineeringTechnology, 1(1), 2008, 65–80.
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