Task-space separation principle : from human postural synergies to bio-inspired motion planning for redundant manipulators
The apparent conflict between posture and movement, especially in the presence of redundant degrees-of-freedom(DOF), resulted in mutually-exclusive theories and models of human motor control and, to date, a unifying picture of how the brain manages to control both posture and movement is still la...
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Format: | Theses and Dissertations |
Language: | English |
Published: |
2017
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Online Access: | http://hdl.handle.net/10356/70600 |
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Institution: | Nanyang Technological University |
Language: | English |
Summary: | The apparent conflict between posture and movement, especially in the presence
of redundant degrees-of-freedom(DOF), resulted in mutually-exclusive theories
and models of human motor control and, to date, a unifying picture of how the
brain manages to control both posture and movement is still lacking. In presence
of kinematic redundancy, i.e. whenever multiple postures are available to satisfy
a given task constraint, numerous experimental studies highlighted the existence
of postural synergies: on average humans adopt a unique posture for a given task constraint.
Several computational models have shown that postural synergies can be
predicted via (local) constrained optimization of posture-dependent cost functions.
However, often, these models are static and unable to predict movement
generation. Differently, computational models capturing human-like movement
features, such as straight-line hand paths and bell-shaped velocity profiles, have
been traditionally formulated according to the optimal control framework. As
such, these models usually lead to path-dependent terminal postures (i.e. at the
end of the movement) and therefore are unable to capture postural synergies.
This thesis proposes the Task-space Separation Principle and a general computational
framework for posture and movement planning for redundant manipulators.
The problem of kinematic redundancy is framed as a constrained optimization
problem, traditionally solved in robotics via the method of Lagrange
multipliers (LM). It is shown that LM act as task-space force fields that in general
can be separated into a static (configuration-dependent) component responsible
for postural control and a dynamic (velocity-dependent component) responsible
for movement planning, leading to a novel extension of the Separation Principle
previously proposed in human motor control literature. In particular, by generalizing
the dynamic force field to any task-space force field policy, it is shown
that the proposed approach generalizes and extends several computational models
proposed in robotics as well as in neuroscience. The proposed framework is
applied to the (redundant) task of pointing with the human wrist and it is shown
that it can capture the experimental motor strategies (i.e. both posture and movement
features) displayed by human subjects. |
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