Abstract
The anthropomorphic limb, such as, full size prosthetic upper limbs and exoskeleton rehabilitation robot, etc. moving human like motion during the reaching movements is important for safe and ergonomic consideration. This study is toward planning the humanoid motion of the hand of anthropomorphic limbs in the goal reaching movement with high curved trajectory. The proposed method treats the configuration of hand as element in the SE(3), and uses local coordinate chart mapping on cotangent space between group structure and manifold structure. The wrench on se*(3) which drives the hand to target configuration is derived from the force one form based on the defined conservative potential field. In order to guarantee the curvature of trajectory and bell-shaped velocity profile, the repulsive potential field is used to derive the repulsive wrench. The result trajectory and corresponding velocity profile are basically consistent with the human hand motion in the goal reaching movement.
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References
Badawy, A., McInnes, C.R.: Small spacecraft formation using potential functions. Acta Astronautica 65(11-12), 1783–1788 (2009)
Biess, A., Flash, T., et al.: Riemannian geometric approach to human arm dynamics, movement optimization, and invariance. Physical Review E 83(3), 1–11 (2011)
Biess, A., Liebermann, D.G., et al.: A Computational Model for Redundant Human Three-Dimensional Pointing Movements: Integration of Independent Spatial and Temporal Motor Plans Simplifies Movement Dynamics. The Journal of Neuroscience 27(48), 13045–13064 (2007)
Chen, W.B., Xiong, C.H., et al.: Kinematic analysis and dexterity evaluation of upper extremity in activities of daily living. Gait & Posture 32(4), 475–481 (2010)
Flash, T., Hogan, N.: The coordination of arm movements: an experimentally confirmed mathematical model. The Journal of Neuroscience 5(7), 1688–1703 (1985)
Guigon, E., Baraduc, P., et al.: Computational motor control: redundancy and invariance. Journal of Neurophysiology 97(1), 331 (2007)
Kang, T., He, J., et al.: Determining natural arm configuration along a reaching trajectory. Experimental Brain Research 167(3), 352–361 (2005)
Maoz, U., Berthoz, A., et al.: Complex Unconstrained Three-Dimensional Hand Movement and Constant Equi-Affine Speed. Journal of Neurophysiology 101(2), 1002–1015 (2009)
Park, J., Chung, W.K.: Geometric integration on Euclidean group with application to articulated multibody systems. IEEE Transactions on Robotics 21(5), 850–863 (2005)
Petreska, B., Billard, A.: Movement curvature planning through force field internal models. Biological Cybernetics 100(5), 331–350 (2009)
Pollick, F., Flash, T., et al.: Three-dimensional movements at constant affine velocity (1997)
Pollick, F.E., Maoz, U., et al.: Three-dimensional arm movements at constant equi-affine speed. Cortex 45(3), 325–339 (2009)
Todorov, E., Jordan, M.I.: Optimal feedback control as a theory of motor coordination. Nature neuroscience 5(11), 1226–1235 (2002)
Torres, E.B., Zipser, D.: Simultaneous control of hand displacements and rotations in orientation-matching experiments. Journal of Applied Physiology 96(5), 1978–1987 (2004)
Viviani, P., Terzuolo, C.: Trajectory determines movement dynamics. Neuroscience 7(2), 431–437 (1982)
Zefran, M., Kumar, V.: A geometrical approach to the study of the Cartesian stiffness matrix. Journal of Mechanical Design 124, 30–38 (2002)
Zefran, M., Kumar, V., et al.: On the generation of smooth three-dimensional rigid body motions. IEEE Transactions on Robotics and Automation 14(4), 576–589 (1998)
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Chen, W., Xiong, C., Sun, R., Huang, X. (2011). Humanoid Motion Planning in the Goal Reaching Movement of Anthropomorphic Upper Limb. In: Jeschke, S., Liu, H., Schilberg, D. (eds) Intelligent Robotics and Applications. ICIRA 2011. Lecture Notes in Computer Science(), vol 7101. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-25486-4_19
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DOI: https://doi.org/10.1007/978-3-642-25486-4_19
Publisher Name: Springer, Berlin, Heidelberg
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