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2011•Journal of Chongqing University. English EditionRequires access

The machine setting reverse method of spiral bevel gear

Zhai Qing-fu

Open publisher page 2 citations

Abstract

The profile error correction of spiral bevel gears is difficult.To solve this problem,the inspected method of spiral bevel gears tooth surface is studied in 3906 gear measuring center.The grids of tooth surface is measured by measurement software.Taking reference tooth surface as the goal,a method of machine setting reverse using approximation algorithms is proposed,and a mathematical model is build.At last,a reverse example based on grinded spiral gear is given.The result shows that the cutting machine setting of bevel gear tooth surface can be exactly calculated.

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What this paper is about

The profile error correction of spiral bevel gears is difficult.To solve this problem,the inspected method of spiral bevel gears tooth surface is studied in 3906 gear measuring center.The grids of tooth surface is measured by measurement software.Taking reference tooth surface as the goal,a method of machine setting reverse using approximation algorithms is proposed,and a mathematical model is build.At last,a reverse example based on grinded spiral gear is given.The result shows that the cutting machine setting of bevel gear tooth surface can be exactly calculated.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The profile error correction of spiral bevel gears is difficult.To solve this problem,the inspected method of spiral bevel gears tooth surface is studied in 3906 gear measuring center.The grids of tooth surface is measured by measurement software.Taking reference tooth surface as the goal,a method of machine setting reverse using approximation algorithms is proposed,and a mathematical model is build.At last,a reverse example based on grinded spiral gear is given.The result shows that the cutting machine setting of bevel gear tooth surface can be exactly calculated.

Key concepts: Bevel gear, Spiral bevel gear, Spiral (railway), Tooth surface, Surface (topology), Bevel, Mechanical engineering, Gear tooth

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