This paper investigates the kinematic singularities of a general mechanism (arbitrary kinematic chain), considered as a non-redundant input-output device with equal number of inputs and outputs. The instantaneous kinematics of a mechanism is described by the orientation of a linear subspace, the motion space, inside the velocity space of all potential instantaneous motions. The definition of singularity for a general mechanism is provided. On the basis of the six types of singular configurations introduced in the paper a comprehensive singularity classification is developed. >
['Dimiter Zlatanov', 'Robert G. Fenton', 'Beno Benhabib']
Singularity analysis of mechanisms and robots via a motion-space model of the instantaneous kinematics