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Dynamic modeling of multi-jointed mechanical systems for space applications

Robert D. Quinn, RN Chang

Year
1989
Citations
2

Abstract

The dynamic formulation, modeling and motion simulation of multijointed open-chained mechanical systems as applied to space-based robotic systems are presented. Equations of motion are formulated in a unique manner based on a form of Lagrange's equations for quasi-coordinates (Boltzmann-Hamel equations). In order that kinematic joint constraints can be satisfied for the situation where some joints have less than three degrees of freedom, the equations are transformed into forms in terms of relative angular velocities and Euler angles. Rigid multibody examples are presented which show that the method can provide a dynamic model of systems of varying complexity.

Keywords

KinematicsEquations of motionMechanical systemEuler equationsDegrees of freedom (physics and chemistry)Generalized coordinatesMotion (physics)MathematicsSpace (punctuation)Multibody system

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