Author :
Shimada, Sean D. ; Cooper, Rory A. ; Boninger, Michael L. ; Koontz, Alicia M. ; Corfman, Thomas A.
Author_Institution :
Biomechanics Consulting, Davis, CA, USA
Abstract :
Due to the high incidence of secondary wrist injury among manual wheelchair users, recent emphasis has been placed on the investigation of wheelchair propulsion biomechanics. Accurate representation of wrist activity during wheelchair propulsion may help to elucidate the mechanisms contributing to the development of wrist injuries. Unfortunately, no consensual wrist biomechanical model has been established. In order to determine if different methodologies obtain similar results, this investigation created and compared three different wrist models: 1) a fixed joint center placed between the styloids (midstyloid joint center); 2) a joint center with 2° of freedom computed from de Leva´s joint center data; and 3) a floating joint center. Results indicate that wrist flexion and extension angles are highly consistent between models, however, radial and ulnar deviation angles vary considerably. Mean maximum right flexion angles were found to be 3.5°, 2.2°, and 5.0° for the midstyloid, de Leva, and floating joint center models, respectively. Extension angles were 22.3°, 23.6°, and 23.6°, respectively. Mean maximum right radial deviation angles for the midstyloid, de Leva, and floating joint center models were 26.0°, 26.9°, and 45.1°, respectively, and ulnar deviation angles were found to be 30.5°, 38.8°, and 10.2°, respectively. This information is useful when comparing kinematic studies and further supports the need for consensual methodology.
Keywords :
biomechanics; handicapped aids; kinematics; physiological models; de Leva joint center data; extension angles; fixed joint center; flexion angles; floating joint center; kinematic studies; radial deviation angles; secondary wrist injury; styloids; ulnar deviation angles; wheelchair propulsion biomechanics; wrist activity models; Biomechanics; Biomedical engineering; Ergonomics; Injuries; Kinematics; Laboratories; Medical services; Propulsion; Wheelchairs; Wrist; Biomechanics; Computer Simulation; Humans; Imaging, Three-Dimensional; Range of Motion, Articular; Wheelchairs; Wrist Injuries; Wrist Joint;