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Tooth Contact Development of Spiral Bevel Gears

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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
In this paper, the method of tooth contact development is presented based on a sample of spiral bevel gear. The gear and pinion was generated as the virtual 3D cutting simulation models in CAD system environment (Unigraphics, NX), which have been used in the research work to estimate the tooth bearing and contact problem of tooth sides, which was analyzed in FEM environment (ABAQUS). The contact problem and tooth contact can be one of the quality features of tooth bearing and durability of gear pair. Studies indicate, but especially the location of contact maps shows that the place of contact coincides with tooth bearing of spiral bevel gears.
Słowa kluczowe
Rocznik
Strony
133--143
Opis fizyczny
Bibliogr. 15 poz., il., rys.
Twórcy
  • Warsaw University of Technology, Faculty of Automotive and Construction Machinery Engineering
Bibliografia
  • 1. Dudas, L. (1992). Resolution of geometrical problems of contacting surfaces using the reaching model. Hungarian Academy of Sciences, Budapest.
  • 2. Krolczyk, G., Legutko, S., Nieslony, P., and Gajek, M. (2014). Study of the Surface integrity microhardness of austenitic stainless steel after turning. Tehnicki Vjesnik - Technical Gazette, 21(6):1307–1311.
  • 3. Litvin, F. L. (1997). Development of gear technology and theory of gearing. Technical report, DTIC Document.
  • 4. Litvin, F. L., Fan, Q., and Fuentes, A. (2001). Computerized design, generation, and simulation of meshing and contact of face-milled formate cut spiral bevel gears. Technical report, NASA/CR-2001-210894.
  • 5. Litvin, F. L. and Fuentes, A. (2001). Computerized design, generation, and simulation of meshing and contact, and stress analysis of formate cut spiral bevel gears drives. Technical report, NASA/CR-2003-212336.
  • 6. Osiński, J. (1994). Computer aided design of typical units and elements of machines. PWN, Warszawa.
  • 7. Osiński, J. (1997). Strenght calculations of machine elements with FEM method. Oficyna Wydawnicza Politechniki Warszawskiej.
  • 8. Rakowski, G. and Kacprzyk, Z. (1996). The FEM method in mechanical design. Oficyna Wydawnicza Politechniki Warszawskiej.
  • 9. Rusiński, E. (1994). Finite element method: system COSMOS. Wydawnictwa Komunikacji i Łączności.
  • 10. Siemiński, P. (2006). Design and simulation of manufacturing of spiral bevel gear with computer technics. PhD Dissertation, Politechnika Warszawska.
  • 11. Skawiński, P., Jędrzejczyk, W., and Siemiński, P. (2006). Application of CAD/CAM technology in designing and manufacturing of spiral bevel gears. XVI International Conference FAIM 2006, Limerick University.
  • 12. Skawiński, P. and Siemiński, P. (1992). Computer aided systems of geometrical and technological calculations of spiral bevel gears of Gleason and Oerlikon systems in spiral bevel technology group of institute of machine design fundamentals. Konf. Nauk.-Techn. nt. Konstrukcja i technologia przekładni stożkowych, Przekładnie stożkowe, pages 127–134.
  • 13. Skawiński, P. and Siemiński, P. (2001). On the design of interferenced and clamped joints under general state of stress. Priority Program, New Technologies, 4.
  • 14. Skawiński, P. and Siemiński, P. (2003). Tooth contact development of spiral bevel gears with the special application in CAD/CAM/CAE environment. Priority Program New Technologies, 6.
  • 15. Zienkiewicz, O. (1972). Finite element method. Wydawnictwo Arkady.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-849c1381-ea1e-425e-9e50-eb65d3040e39
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