An Extended Passive Motion Paradigm for Human-Like Posture and Movement Planning in Redundant Manipulators
نویسندگان
چکیده
A major challenge in robotics and computational neuroscience is relative to the posture/movement problem in presence of kinematic redundancy. We recently addressed this issue using a principled approach which, in conjunction with nonlinear inverse optimization, allowed capturing postural strategies such as Donders' law. In this work, after presenting this general model specifying it as an extension of the Passive Motion Paradigm, we show how, once fitted to capture experimental postural strategies, the model is actually able to also predict movements. More specifically, the passive motion paradigm embeds two main intrinsic components: joint damping and joint stiffness. In previous work we showed that joint stiffness is responsible for static postures and, in this sense, its parameters are regressed to fit to experimental postural strategies. Here, we show how joint damping, in particular its anisotropy, directly affects task-space movements. Rather than using damping parameters to fit a posteriori task-space motions, we make the a priori hypothesis that damping is proportional to stiffness. This remarkably allows a postural-fitted model to also capture dynamic performance such as curvature and hysteresis of task-space trajectories during wrist pointing tasks, confirming and extending previous findings in literature.
منابع مشابه
Near-Minimum-Time Motion Planning of Manipulators along Specified Path
The large amount of computation necessary for obtaining time optimal solution for moving a manipulator on specified path has made it impossible to introduce an on line time optimal control algorithm. Most of this computational burden is due to calculation of switching points. In this paper a learning algorithm is proposed for finding the switching points. The method, which can be used for both ...
متن کاملInverse Kinematics Resolution of Redundant Cooperative Manipulators Using Optimal Control Theory
The optimal path planning of cooperative manipulators is studied in the present research. Optimal Control Theory is employed to calculate the optimal path of each joint choosing an appropriate index of the system to be minimized and taking the kinematics equations as the constraints. The formulation has been derived using Pontryagin Minimum Principle and results in a Two Point Boundary Value Pr...
متن کاملInverse Kinematics Resolution of Redundant Cooperative Manipulators Using Optimal Control Theory
The optimal path planning of cooperative manipulators is studied in the present research. Optimal Control Theory is employed to calculate the optimal path of each joint choosing an appropriate index of the system to be minimized and taking the kinematics equations as the constraints. The formulation has been derived using Pontryagin Minimum Principle and results in a Two Point Boundary Value Pr...
متن کاملA Continuous Approach To Robot Motion Planning With Many Degrees Of Freedom
There is a need for highly redundant manipulators to work in complex, cluttered environments. We explore kinematics and path planning for highly redundant manipulators by means of a continuous manipulator model, which captures the macroscopic shape of highly redundant manipulators. A path for the continuous manipulator model can be found by nding a smooth path for its end-e ector under a maximu...
متن کاملIn Proceedings of the 1992 IEEE International Conference on Intelligent Robots and Systems ( IROS ’ 92 ) A Continuous Approach to Robot Motion Planning with Many Degrees of Freedom
There is a need for highly redundant manipulators to work in complex, cluttered environments. We explore kinematics and path planning for highly redundant manipulators by means of a continuous manipulator model, which captures the macroscopic shape of highly redundant manipulators. A path for the continuous manipulator model can be found by nding a smooth path for its end-e ector under a maximu...
متن کامل