Abstract
A thin rim cycloidal gear in contact with pin-type internal gear teeth in a K-H-V-type planetary gear arrangement was chosen as the subject of study. The tooth loads of the thin rim cycloidal gears with gear errors were discussed theoretically using both the gear model composed of two beams and the flexibility influence coefficients. Furthermore, the tooth loads of the cycloidal gear were analyzed using the finite element method in order to assure the theoretical results obtained using the gear model. Consequently the relationships among the face width b, the amount of gear error E, the eccentricity re used to show the gear dimension, the applied torque To and the tooth load Pk were determined as follows. Each of Pk/(bE) and Pkre/To can be expressed as a function of bEre/To.
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