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The Worm Cutter Tool Profiling Based on Discreet Surfaces Representation

  • Virgil Teodor
  • Marian Cucu
  • Nicolae Oancea
Conference paper
Part of the Lecture Notes in Electrical Engineering book series (LNEE, volume 28)

Abstract

The worm cutter profiling for cylindrical or helical surfaces curl rolling generation represents a problem with the point contact between two surfaces reciprocally enwrapping. In this paper there is proposed an algorithm based on the tangents method and a software, developed in java programming language, based on the discreet representation of the surface to be generated. Applications of this algorithm for simple elementary profiles which may be assembled in compound profiles are presented.

Keywords

Reference System Tool Profile Tangent Method Orderly Surface Linear Contact 
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

References

  1. 1.
    Frumu anu G, Cucu M, Oancea N (2006) Tangents method to profile rack-tool to generate by wrapping. The Annals of “Dun rea de Jos” University of Gala i, Fasc V, Technologies in Machine Building, year XXIV (XXIX), ISSN 1221–4566, pp 70–75Google Scholar
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    Litvin FL (1994) Gear geometry and applied theory. Prentice HallGoogle Scholar
  3. 3.
    Oancea N (2004) Generarea suprafe elor prin înf urare. Vol I: Teoreme fundamentale. “Dun rea de Jos” University Foundation Publishing House, ISBN 973-627-106-4, ISBN 973-627-107-2, Gala iGoogle Scholar
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    Oancea N (2004) Generarea suprafe elor prin înf urare. Vol II: Teoreme complementare. “Dunărea de Jos” University Foundation Publishing House, ISBN 973-627-106-4, ISBN 973-627-170-6, Gala iGoogle Scholar
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    Teodor V, Oancea N, Dima M (2006) Profilarea sculelor prin metode analitice. “Dun rea de Jos” University Foundation Publishing House, ISBN (10)973-627-333-4, ISBN (13)978-973-627-333-9, Gala iGoogle Scholar

Copyright information

© Springer Science+Business Media, LLC 2009

Authors and Affiliations

  1. 1.Department of Manufacturing Engineering“Dun rea de Jos” University of Gala i, Gala iRomania

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