Structural Synthesis of Parallel Robots Part 4: Other Topologies with Two and Three Degrees of Freedom /

  This book represents the fourth part of a larger work dedicated to the structural synthesis of parallel robots. Part 1 (Gogu 2008a) presented the methodology of structural synthesis and the systematisation of structural solutions of simple and complex limbs with two to six degrees of connectivity...

Πλήρης περιγραφή

Λεπτομέρειες βιβλιογραφικής εγγραφής
Κύριος συγγραφέας: Gogu, Grigore (Συγγραφέας)
Συγγραφή απο Οργανισμό/Αρχή: SpringerLink (Online service)
Μορφή: Ηλεκτρονική πηγή Ηλ. βιβλίο
Γλώσσα:English
Έκδοση: Dordrecht : Springer Netherlands, 2012.
Σειρά:Solid Mechanics and Its Applications, 183
Θέματα:
Διαθέσιμο Online:Full Text via HEAL-Link
Πίνακας περιεχομένων:
  • Preface
  •  Acknowledgements
  •  List of abbreviations and notations
  •  1 Introduction
  •  1.1 Terminology
  •  1.1 Links, joints and kinematic chains
  •  1.2 Serial, parallel and hybrid robots
  •  1.2 Methodology of structural synthesis
  •  1.2.1 New formulae for mobility, connectivity, redundancy and overconstraint of parallel robots
  •  1.2.2 Evolutionary morphology approach
  •  1.2.3 Types of parallel robots with respect to motion coupling
  •  2 Parallel mechanisms with cylindrical motion of the moving platform
  •  2.1 T1R1-type parallel mechanisms with coupled cylindrical motion
  •  2.1.1 Overconstrained solutions
  •  2.1.2 Non overconstrained solutions
  •  2.2 T1R1-type parallel mechanisms with decoupled cylindrical  motion
  •  2.2.1 Overconstrained solutions
  •  2.2.2 Non overconstrained solutions
  •  2.3 T1R1-type parallel mechanisms with uncoupled cylindrical motion
  •  2.3.1 Overconstrained solutions
  •  2.3.2 Non overconstrained solutions
  •  2.4 Maximally regular parallel mechanisms with cylindrical motion
  •  2.4.1 Overconstrained solutions
  •  2.4.2 Non overconstrained solutions
  •  3 Other T1R1-type parallel mechanisms
  •  3.1 T1R1-type parallel mechanisms with coupled motions
  •  3.1.1 Overconstrained solutions
  •   3.1.2 Non overconstrained solutions
  •  3.2 T1R1-type parallel mechanisms with decoupled motions
  •  3.2.1 Overconstrained solutions
  •  3.2.2 Non overconstrained solutions
  •  3.3 T1R1-type parallel mechanisms with uncoupled motions
  •  3.3.1 Overconstrained solutions
  •  3.3.2 Non overconstrained solutions
  •  3.4 Maximally regular T1R1-type parallel mechanisms
  •  3.4.1 Overconstrained solutions
  •  3.4.2 Non overconstrained solutions
  •  4 Parallel wrists with two degrees of freedom
  •  4.1 R2-type parallel wrists with coupled motions
  •  4.1.1 Overconstrained solutions
  •  4.1.2 Non overconstrained solutions
  •  4.2 R2-type parallel wrists with decoupled motions
  •  4.2.1 Overconstrained solutions
  •  4.2.2 Non overconstrained solutions
  •  4.3 R2-type parallel wrists with uncoupled motions
  •  4.3.1 Overconstrained solutions
  •  4.3.2 Non overconstrained solutions
  •  4.4 Maximally regular R2-type parallel wrists
  •  4.4.1 Overconstrained solutions
  •  4.4.2 Non overconstrained solutions
  •  5 T2R1-type overconstrained spatial parallel manipulators
  •  5.1 Overconstrained solutions with coupled motions
  •  5.1.1 Fully-parallel solutions
  •  5.1.2 Non fully-parallel solutions
  •  5.2 Overconstrained solutions with decoupled motions
  •  5.2.1 Fully-parallel solutions
  •  5.2.2 Non fully-parallel solutions
  •  5.3 Overconstrained solutions with uncoupled motions
  •  5.3.1 Fully-parallel solutions
  •  5.3.2 Non fully-parallel solutions
  •  5.4 Overconstrained maximally regular solutions
  •  5.4.1 Fully-parallel solutions
  •  5.4.2 Non fully-parallel solutions
  •  6 Non overconstrained T2R1-type spatial parallel manipulators
  •  6.1 Non overconstrained solutions with coupled motions
  •  6.1.1 Fully-parallel solutions
  •  6.1.2 Non fully-parallel solutions
  •  6.2 Non overconstrained solutions with decoupled motions
  •  6.2.1 Fully-parallel solutions
  •  6.2.2 Non fully-parallel solutions
  •  6.3 Non overconstrained solutions with uncoupled motions
  •  6.3.1 Fully-parallel solutions
  •  6.3.2 Non fully-parallel solutions
  •  6.4 Non overconstrained maximally regular solutions
  •  6.4.1 Fully-parallel solutions
  •  6.4.2 Non fully-parallel solutions
  •  7 T1R2-type spatial parallel manipulators
  •  7.1 T1R2-type spatial parallel manipulators with coupled motions
  •  7.1.1 Overconstrained solutions
  •  7.1.2 Non overconstrained solutions
  •  7.2 T1R2-type spatial parallel manipulators with decoupled motions
  •  7.2.1 Overconstrained solutions
  •  7.2.2 Non overconstrained solutions
  •  7.3 T1R2-type spatial parallel manipulators with uncoupled motions
  •  7.3.1 Overconstrained solutions
  •  7.3.2 Non overconstrained solutions
  •  7.4 Maximally regular T1R2-type spatial parallel manipulators
  •  7.4.1 Overconstrained solutions
  •  7.4.2 Non overconstrained solutions
  •  8 Parallel wrists with three degrees of freedom
  •  8.1 Parallel wrists with coupled motions
  •  8.1.1 Overconstrained solutions
  •  8.1.2 Non overconstrained solutions
  •  8.2 Parallel wrists with decoupled motions
  •  8.2.1 Overconstrained solutions
  •  8.2.2 Non overconstrained solutions
  •  8.3 Parallel wrists with uncoupled motions
  •  8.3.1 Overconstrained solutions
  •  8.3.2 Non overconstrained solutions
  •  8.4 Maximally regular parallel wrists
  •  8.4.1 Overconstrained solutions
  •  8.4.2 Non overconstrained solutions
  •  9 Parallel mechanisms with dependent motions of the moving  platform
  •  9.1 Solutions with two degrees of freedom
  •  9.1.1 Overconstrained solutions
  •  9.1.2 Non overconstrained solutions
  •  9.2 Solutions with three degrees of freedom
  •  9.1.1 Overconstrained solutions
  •  9.1.2 Non overconstrained solutions
  •  References
  •  Index.