Self-motion analysis of extensible continuum manipulators

While the field of continuum manipulators has been the subject of increasing attention from the robotics community, knowledge of their inherent capabilities is still limited. Controllers have been proposed that exploit the null-space of redundant continuum manipulators, however studies of the nature...

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Published in2013 IEEE International Conference on Robotics and Automation pp. 1988 - 1994
Main Authors Kapadia, Apoorva D., Walker, Ian D.
Format Conference Proceeding
LanguageEnglish
Published IEEE 01.05.2013
Subjects
Jacobian matrices
Kinematics
Manifolds
Manipulators
Robot kinematics
Three-dimensional displays
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ISBN1467356417
9781467356411
ISSN1050-4729
DOI10.1109/ICRA.2013.6630842

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Abstract While the field of continuum manipulators has been the subject of increasing attention from the robotics community, knowledge of their inherent capabilities is still limited. Controllers have been proposed that exploit the null-space of redundant continuum manipulators, however studies of the nature of continuum robot null-spaces have not yet been done. In this paper, we first develop a convenient set of extensible, continuum manipulator forward kinematics and resolved-motion rate inverse kinematics. This allows us to analyze the null-space of 2-section, planar, extensible, redundant continuum manipulators to consider the underlying structure of general continuum robot self-motions and discuss their importance to real-world examples and applications.
AbstractList While the field of continuum manipulators has been the subject of increasing attention from the robotics community, knowledge of their inherent capabilities is still limited. Controllers have been proposed that exploit the null-space of redundant continuum manipulators, however studies of the nature of continuum robot null-spaces have not yet been done. In this paper, we first develop a convenient set of extensible, continuum manipulator forward kinematics and resolved-motion rate inverse kinematics. This allows us to analyze the null-space of 2-section, planar, extensible, redundant continuum manipulators to consider the underlying structure of general continuum robot self-motions and discuss their importance to real-world examples and applications.
Author Walker, Ian D.
Kapadia, Apoorva D.
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  givenname: Ian D.
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  email: iwalker@clemson.edu
  organization: Dept. of Electr. & Comput. Eng., Clemson Univ., Clemson, SC, USA
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Snippet While the field of continuum manipulators has been the subject of increasing attention from the robotics community, knowledge of their inherent capabilities is...
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StartPage 1988
SubjectTerms Jacobian matrices
Kinematics
Manifolds
Manipulators
Robot kinematics
Three-dimensional displays
Title Self-motion analysis of extensible continuum manipulators
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