Enhanced stiffness modeling of manipulators with passive joints

A. Pashkevich, A. Klimchik, D. Chablat

Ecole des Mines de Nantes, 4 rue Alfred-Kastler, Nantes 44307, France
Institut de Recherches en Communications et en Cybernetique de Nantes, 1 rue de la Noe, 44321 Nantes, France

(Accepted to "Mechanism and Machine Theory 46 (2011) 662–679")

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Abstract

A: Algorithms for stiffness modeling

     A.1  Pseudo-code for computing of equilibrium configuration for given end-effector location
     A.2  Pseudo-code for computing of equilibrium configuration for given external loading

B: Stiffness analysis of a serial kinematic chain
     B.1  Geometric model of the chain
     B.2  Stiffness models of the chain
     B.3  Parameterization of stiffness models
     B.4  Stiffness analysis for Model A
     B.5  Stiffness analysis for Model B
     B.6  Stiffness analysis for Model C

C: Stiffness analysis of translational parallel manipulator
     C.1  Kinetostatic models
     C.2  Stiffness analysis for 3-PUU model
     C.3  Stiffness analysis for model 3-PUcUc
     C.4  Buckling in the neighborhood of the flat configuration

D: Animated illustrations of buckling phenomena in manipulators
     D.1 Serial kinematic chain
     D.2 Orthoglide manipulators

References

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