Cite

1. Bednarczyk S. (2013), Cycloidal gear development focused on the transfer of efficiency of the machines, In: Idzikowski A.: Efficiency of working machines and equipment in the industry, Press WZ PCz, Czestochowa, 117-225.Search in Google Scholar

2. Bednarczyk S. (2014), Determination of the gear geometry of the of the cyclo gear, Silesia University of Technology Scientific Notebooks, Gliwice, 29-39.Search in Google Scholar

3. Blagojevic M., Kocic M., Marjanovic N., Stojanovic B., Dordevic Z., Ivanovic L., Marjanovic V. (2012), Influence of the friction on the cycloidal speed reducer efficiency, Journal of the Balkan Tribological Association, 18(2), 217-227.Search in Google Scholar

4. Chmurawa M. (2002), Cyclo gear meshing with modification, Silesia University of Technology Scientific Notebooks, Gliwice, No. 1547, 21-39.Search in Google Scholar

5. Feng P. H., Litvin F. L. (1996), Computerize design and generation of cycloidal gearing, Mechanism and Machine Theory, 31 (7), 891-911.10.1016/0094-114X(95)00115-FSearch in Google Scholar

6. Figliolinii G., Stachel H., Angeles J. (2013), On Martin Disteli’s spatial cycloidal gearing, Mechanism and Machine Theory, 60, 73-89.10.1016/j.mechmachtheory.2012.09.005Search in Google Scholar

7. Hong-Liu Y., Jin-Hua Y., Xin H., Ping S. (2013), Study on teeth profile modification of cycloid reducer based on non-Hertz elastic contact analysis, Mechanics Research Communications, 48, 87-92.10.1016/j.mechrescom.2012.12.007Search in Google Scholar

8. Hwang Y.-W., Hsieh Ch.-F. (2007), Determination of surface singularities of a cycliodal gear drive with inner meshing, Mathematical and Computer Modelling, 45, 340-354.10.1016/j.mcm.2006.05.010Search in Google Scholar

9. Kabaca T. (2013), A model teaching for the cycloid curves by the use of dynamic software with multiple representions approach, Academic Journals, Vol. 6(3), 40-50.Search in Google Scholar

10. Meng Y., Wu Ch., Ling L. (2007), Mathematical modeling of the transmision performance of 2K-H pin cycloid planetary mechanism, Mechanism and Machine Theory, 42(7), 776-790.10.1016/j.mechmachtheory.2006.07.003Search in Google Scholar

11. Rutkowski A. (1986), Machinery parts, WSiP, Warsaw, 323-325.Search in Google Scholar

12. Shin J., Know S. (2006), On the lobe profile design in a cycloid reducer using instant velocity center, Mechanism and Machine Theory, 41(5), 487-616.10.1016/j.mechmachtheory.2005.08.001Search in Google Scholar

13. Siczek K., Warda B. (2008), Using of cycloidal gear in car selfstarter, Journal of KONES Powertrain and Transport, 15(4), 509-516.Search in Google Scholar

14. Sung L. M., Tsai Y.C. (1997), A study on the mathematical models and contact ratios of extended cycloid and cycloid bevel gear sets, Mechanism and Machine Theory, 32 (1), 39-50.10.1016/0094-114X(96)00032-8Search in Google Scholar

15. Wang W.-S., Fong Z.-H. (2008), A dual face-hobbing method for the cycloidal crowning of spur gears, Mechanism and Machine Theory, 43(11), 1416-1430.10.1016/j.mechmachtheory.2007.11.007Search in Google Scholar

16. Yan H. S., Lai T. S. (2002), Geometry design an elementary planetary gear train with cylindrical tooth-profiles, Mechanism and Machine Theory, 37(8), 683-686.10.1016/S0094-114X(02)00009-5Search in Google Scholar