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Published in:
Fundamental Laws of Gearing Read chapter Read first chapter

2022 | OriginalPaper | Chapter

6. A Novel Design of Cutting Tool for Efficient Finishing of G-Rotors

Authors : Olexandr I. Skibinskyi, Andriy O. Hnatiuk

Published in: Advances in Gear Theory and Gear Cutting Tool Design

Publisher: Springer International Publishing

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Abstract

The gear wheels geometry peculiarities of the G-rotor pair are considered. The question concerning profiles-curves synthesis of gearing is solved. To ensure the absence of “degenerate areas” on the equidistant, the distance of its removal should be less than the minimum radius of the epicycloid curvature ρmin. An analytical description of the enveloping family of equidistant to epicycloids in a single continuous form is performed. This is achieved by reducing the function of the epicycloid angular coefficient to a smooth continuous form, which in turn allowed obtaining a rational analytical solution of the relationship equation between the parameters of the construction and the curves family.
Worm tools for highly efficient processing of the satellite profile and an analytical description of their initial shaping contours are presented.
A new tool for highly efficient finishing of spur wheels with large numbers of teeth is presented.

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previous chapter Gear Cutting with Disk-Shaped Milling Cutters
next chapter Interactive Control of the Teeth Gear Shaping in the Cutting Tools Design
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Metadata
Title
A Novel Design of Cutting Tool for Efficient Finishing of G-Rotors
Authors
Olexandr I. Skibinskyi
Andriy O. Hnatiuk
Copyright Year
2022
Book
Advances in Gear Theory and Gear Cutting Tool Design

Print ISBN: 978-3-030-92261-0

Electronic ISBN: 978-3-030-92262-7

Copyright Year: 2022

DOI
https://doi.org/10.1007/978-3-030-92262-7_6

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