2005Unpublished venueRequires access

Longitudinal Stress Distribution at Tooth-Root

Gordana Marunić

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Abstract

Based upon the 3D FEM numerical model, the tooth stress field of spur gear was determined. Two gear geometrical parameters were varied through the research: the rim thickness and the facewidth. Furthermore, the gear size was considered by fewer and larger number of teeth. For the adopted uniform load distribution along the tooth facewidth, the obtained tooth-root stress results pointed to non-uniform longitudinal stress dostribution. It was found that among the gear geometrical parameters under consideration, the greatesr influence on the increment of edge effect and non-uiform longitudinal stress distribution, has the actual facewidth value and then the rim thickness.

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What this paper is about

Based upon the 3D FEM numerical model, the tooth stress field of spur gear was determined. Two gear geometrical parameters were varied through the research: the rim thickness and the facewidth. Furthermore, the gear size was considered by fewer and larger number of teeth. For the adopted uniform load distribution along the tooth facewidth, the obtained tooth-root stress results pointed to non-uniform longitudinal stress dostribution. It was found that among the gear geometrical parameters under consideration, the greatesr influence on the increment of edge effect and non-uiform longitudinal stress distribution, has the actual facewidth value and then the rim thickness.

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Available abstract

Based upon the 3D FEM numerical model, the tooth stress field of spur gear was determined. Two gear geometrical parameters were varied through the research: the rim thickness and the facewidth. Furthermore, the gear size was considered by fewer and larger number of teeth. For the adopted uniform load distribution along the tooth facewidth, the obtained tooth-root stress results pointed to non-uniform longitudinal stress dostribution. It was found that among the gear geometrical parameters under consideration, the greatesr influence on the increment of edge effect and non-uiform longitudinal stress distribution, has the actual facewidth value and then the rim thickness.

Key concepts: Gear tooth, Stress (linguistics), Finite element method, Tooth root, Spur gear, Enhanced Data Rates for GSM Evolution, Stress field, Mathematics

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