Kinematic Design of a New Four Degree-of-Freedom Parallel Robot for Knee Rehabilitation

Author:

Aginaga Jokin1,Iriarte Xabier1,Plaza Aitor2,Mata Vicente3

Affiliation:

1. Institute of Smart Cities (ISC), Public University of Navarre, Iruñea-Pamplona 31006, Spain e-mail:

2. Department of Mechanical, Energetics and Materials Engineering, Public University of Navarre, Iruñea-Pamplona 31006, Spain e-mail:

3. Professor Centro de Investigación en Ingeniería Mecánica, Universitat Politècnica de València, Valencia 46022, Spain e-mail:

Abstract

Rehabilitation robots are increasingly being developed in order to be used by injured people to perform exercise and training. As these exercises do not need wide range movements, some parallel robots with lower mobility architecture can be an ideal solution for this purpose. This paper presents the design of a new four degree-of-freedom (DOF) parallel robot for knee rehabilitation. The required four DOFs are two translations in a vertical plane and two rotations, one of them around an axis perpendicular to the vertical plane and the other one with respect to a vector normal to the instantaneous orientation of the mobile platform. These four DOFs are reached by means of two RPRR limbs and two UPS limbs linked to an articulated mobile platform with an internal DOF. Kinematics of the new mechanism are solved and the direct Jacobian is calculated. A singularity analysis is carried out and the gained DOFs of the direct singularities are calculated. Some of the singularities can be avoided by selecting suitable values of the geometric parameters of the robot. Moreover, among the found singularities, one of them can be used in order to fold up the mechanism for its transportation. It is concluded that the proposed mechanism reaches the desired output movements in order to carry out rehabilitation maneuvers in a singularity-free portion of its workspace.

Publisher

ASME International

Subject

Computer Graphics and Computer-Aided Design,Computer Science Applications,Mechanical Engineering,Mechanics of Materials

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