2003Journal of Engineering for Thermal Energy and PowerRequires access

Tooth Profile Design for and Finite Element Analysis of Asymmetrical Involute Spur Gears

Jiang Li

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Abstract

Asymmetrical involute spur gears have different pressure angles on the drive side and coast side. A rational design of the tooth profile of such gears can lead to an increase in gear load capacity, a reduction in noise and vibration levels and a significant enhancement in bending strength. The authors have developed tooth profile equations for the above mentioned spur gears and relevant computer programs with calculation examples being given. In addition, a three dimensional solid model of the spur gears was set up and a finite element analysis of the latter performed.

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Asymmetrical involute spur gears have different pressure angles on the drive side and coast side. A rational design of the tooth profile of such gears can lead to an increase in gear load capacity, a reduction in noise and vibration levels and a significant enhancement in bending strength. The authors have developed tooth profile equations for the above mentioned spur gears and relevant computer programs with calculation examples being given. In addition, a three dimensional solid model of the spur gears was set up and a finite element analysis of the latter performed.

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Available abstract

Asymmetrical involute spur gears have different pressure angles on the drive side and coast side. A rational design of the tooth profile of such gears can lead to an increase in gear load capacity, a reduction in noise and vibration levels and a significant enhancement in bending strength. The authors have developed tooth profile equations for the above mentioned spur gears and relevant computer programs with calculation examples being given. In addition, a three dimensional solid model of the spur gears was set up and a finite element analysis of the latter performed.

Key concepts: Involute, Spur, Finite element method, Structural engineering, Involute gear, Spur gear, Engineering, Vibration

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