Advances and Applications in Mechanical Engineering and Technology[1] R. Boudreau and N. Turkkan, Solving the forward kinematics of
parallel manipulators with a genetic algorithm, Journal of Robotic
Systems 13(2) (1996), 111-125.
[2] H. Bruyninckx, Forward kinematics for Hunt-Primrose parallel
manipulators, Mechanism and Machine Theory 34(4) (1999), 657-664.
[3] G. Deshmukh and M. Pecht, A modified Powell method for
six-degrees-of-freedom platform kinematics, Computers & Structures
34(3) (1990), 485-491.
[4] O. Didrit, M. Petitot and E. Walter, Guaranteed solution of direct
kinematic problems for general configurations of parallel
manipulators, IEEE Transactions on Robotics and Automation 14(2)
(1998), 259-266.
[5] E. F. Fichter, A Stewart platform-based manipulator: General
theory and practical construction, International Journal Robot
Research 5(2) (1986), 157-182.
[6] I. S. Fischer, Numerical analysis of displacements in spatial
mechanisms with ball, Mechanism and Machine Theory 35(11) (2000),
1623-1640.
[7] I. S. Fischer and T. Chu, Numerical analysis of displacements in
multi-loop mechanisms, Mechanics Research Communications 28(2) (2001),
127-137.
[8] Z. Geng and L. Haynes, Neural network solution for the forward
kinematics problem of a Stewart platform, Proceeding of the 1991 IEEE
International Conference on Robotics and Automation, Sacramento,
California, USA, (1991), 2650-2655.
[9] M. Griffis and J. Duffy, A forward displacement analysis of a
class of Stewart platform, International Journal Robot System 6(6)
(1989), 703-720.
[10] K. H. Hunt and E. J. F. Primrose, Assembly configurations of some
in-parallel-actuated manipulators, Mechanism and Machine Theory 28(1)
(1993), 31-42.
[11] M. L. Husty, An algorithm for solving the direct kinematics of
general Stewart-Gough platforms, Mechanism and Machine Theory 31(4)
(1996), 365-380.
[12] C. Innocenti and V. Parenti-Castelli, Direct position analysis of
the Stewart platform mechanism, Mechanism and Machine Theory 25(6)
(1990), 611-621.
[13] C. Innocenti and V. Parenti-Castelli, Echelon form solution of
direct kinematics for the general fully-parallel spherical wrist,
Mechanism and Machine Theory 28(4) (1993), 553-561.
[14] C. Innocenti and V. Parenti-Castelli, Forward kinematics of the
general 6-6 fully parallel mechanism: An exhaustive numerical approach
via a mono-dimensional-search algorithm, ASME Journal of Mechanical
Design 115 (1993), 932-937.
[15] C. Innocenti, Forward kinematics in polynomial form of the
general Stewart platform, ASME Journal of Mechanical Design 123(2)
(2001), 254-260.
[16] D. M. Ku, Direct displacement analysis of a Stewart platform
mechanism, Mechanism and Machine Theory 34(3) (1999), 453-465.
[17] H. Y. Lee and B. Roth, A closed-form solution of the forward
displacement analysis of a class of in-parallel mechanisms,
Proceeding of the 1993 IEEE International Conference on Robotics and
Automation, Atlanta, GA, USA, (1993), 720-724.
[18] T. Y. Lee and J. K. Shim, Forward kinematics of the general 6–6
Stewart platform using algebraic elimination, Mechanism and Machine
Theory 36(9) (2001), 1073-1085.
[19] T. Y. Lee and J. K. Shim, Improved dialytic elimination algorithm
for the forward kinematics of the general Stewart-Gough platform,
Mechanism and Machine Theory 38(6) (2003), 563-577.
[20] W. Lin, M. Griffis and J. Duffy, Forward displacement analysis
of the 4-4 Stewart platform, ASME Journal of Mechanical Design 114(9)
(1992), 444-450.
[21] K. Liu, J. M. Fitzgerald and F. L. Lewis, Kinematic analysis of a
Stewart platform manipulator, IEEE Transactions on Industrial
Electronics 40(2) (1993), 282-293.
[22] J. P. Merlet, Kinematics not dead, Proceeding of the 2000 IEEE
International Conference on Robotics and Automation, San Francisco,
CA, USA, (2001), 2178-2183.
[23] J. P. Merlet, Solving the forward kinematics of a Gough-type
parallel manipulator with interval analysis, The International Journal
of Robotics Research 23(3) (2004), 221-235.
[24] J. P. Merlet, Parallel Robots (Second Edition), Kluwer Academic,
Dordrecht, 2005.
[25] Z. Mu and K. Kazerounian, A real parameter continuation method
for complete solution of forward position analysis of the general
Stewart, ASME Journal of Mechanical Design 124(2) (2002), 236-244.
[26] P. Nanua, K. J. Waldron and V. Murthy, Direct kinematic solution
of a Stewart platform, IEEE Transactions on Robotics and Automation
6(4) (1990), 438-444.
[27] M. Raghavan, The Stewart platform of general geometry has 40
configurations, ASME Journal of Mechanical Design 115(2) (1993),
277-282.
[28] L. H. Sang and M. C. Han, The estimation for forward kinematic
solution of Stewart platform using the neural network, Proceeding of
the IEEE/RSJ International Conference on Intelligent Robots and
Systems, Kyongju, Korea, (1999), 501-506.
[29] Z. Sika, P. Kocandrle and V. Stejskal, An investigation of
properties of the forward displacement analysis of the generalized
Stewart platform by means of general optimization methods, Mechanism
and Machine Theory 33(3) (1998), 245-253.
[30] H. J. Su, L. Q. Zheng and C. G. Liang, Direct positional analysis
for a kind of 5-5 platform in-parallel robotic mechanism, Mechanism
and Machine Theory 34(2) (1999), 285-301.
[31] K. Sugimoto, Kinematic and dynamic analysis of a parallel
manipulators by means of motor algebra, ASME Journal of Mechanisms,
Transmissions, and Automation in Design 109(3) (1987), 3-7.
[32] L. W. Tsai, Robot Analysis, the Mechanics of Serial and Parallel
Manipulators, John Wiley and Sons, New York, 1999.
[33] J. Y. Wang, D. H. Kim and K. L. Lez, Robust estimator design for
forward kinematics solution of a Stewart platform, Journal of Robotic
Systems 15(1) (1998), 29-42.
[34] J. Wang and C. M. Gosselin, Kinematic analysis and design of
kinematically redundant parallel mechanisms, ASME Journal of
Mechanical Design 126(1) (2004), 109-118.
[35] Y. F. Wang, A direct numerical solution to forward kinematics of
general Stewart-Gough platforms, Robotica 25(1) (2007), 121-128.
[36] F. Wen and C. G. Liang, Displacement analysis of the 6-6 Stewart
platform mechanisms, Mechanism and Machine Theory 29(4) (1994),
547-557.
[37] J. Yang and Z. J. Geng, Closed form forward kinematics solution
to a class of hexapod robots, IEEE Transactions on Robotics and
Automation 14(3) (1998), 503-508.
[38] C. S. Yee and K. B. Lim, Neural network for the forward
kinematics problem in parallel manipulator, IEEE International Joint
Conference Neural Network, Singapore, (1991), 1699-1704.
[39] C. S. Yee and K. B. Lim, Forward kinematics solution of Stewart
platform using neural networks, Neurocomputing 16(4) (1997),
333-349.
[40] C. D. Zhang and S. M. Song, Forward kinematics of a class of
parallel (Stewart) platforms with closed-form solutions, Proceeding of
the 1991 IEEE International Conference on Robotics and Automation,
Sacramento, California, USA, (1991), 2676-2681.
[41] X. H. Zhao and S. X. Peng, Direct displacement analysis of
parallel manipulators, Journal of Robotic Systems 17(6) (2000),
341-345.
[42] X. H. Zhao and S. X. Peng, A successive approximation algorithm
for the direct position analysis of parallel manipulators, Mechanism
and Machine Theory 35(8) (2000), 1095-1101.
