The objective of this publication is based on the results of kinematical geometry and toothing theory generalization of geometric correct production of worm surfaces (e.g. turning, milling, grinding), production geometry analysis of tools, the mathematical defining of the geometric and connection relation. Our purpose is to be able to define every thread surface ion one common system so that they could be produced in a modern manufacturing system.
Keywords
conical worms, face gear, hob
References
[1] Balajti Zs.: Kinematikai hajtópárok gyártásgeometriájának fejlesztése, Ph.D. dissertation, University of Miskolc, 2007., Research Leader: Prof. Dr. Illés Dudás
[2] Bodzás, S.: Connection analysis of surfaces of conical worm, face gear and tool, Ph.D. dissertation, University of Miskolc, 2014., p. 154., Research Leader: Prof. Dr. Illés Dudás, DOI 10.14750/ME.2014.006
[3] Dudás, I.: Csigahajtások elmélete és gyártása, Budapest, Műszaki Könyvkiadó, 2007. (ISBN 978 963 16 6047 0)
[4] Dudás, I.: The Theory and Practice of Worm Gear Drives. Penton Press, London, 2000. (ISBN 1 8571 8027 5)
[5] F. L. Litvin, Fuentes, A.: Gear Geometry and Applied Theory, Cambridge University Press, 2004 (ISBN 978 0 521 81517 8) [6] Hegyháti, J.: Untersuchugen zur Anwendung von Spiroidgetrieben. Diss. A. TU. Desden, 1988.
[7] Bercsey, T., Horák, P.: Modelling of the Contact- and Tribological Conditions of Spatial Gearing. InternationalConference on Gears, March 13-15, 2002, Munich, Germany. VDI-Berichte Nr. 1665, 2002. pp. 91-105.
[8] Bányai, K., Dudás, I.: Analysis of the spiroid drivings having new production geometry, Production Process and Systems, Miskolc, University Press, Volume 1, 2002, pp. 177-185., ISSN 1215-0851
[9] Dudás, I.: „Theory of production of helicoid surfaces”. Academic dissertation, D.Sc., Miskolc, 1991.
Cites this article as
P. D. I. D.
"GENERAL MATHEMATICAL MODEL FOR INVESTIGATION OF CYLINDRICAL AND CONICAL WORMS, WORM GEARS AND FACE GEARS", International Journal of Innovative Research in Engineering & Management (IJIREM), Vol-2, Issue-5, Page No-1-9, 2015. Available from:
