PSI - Issue 10

K.G. Raptis et al. / Procedia Structural Integrity 10 (2018) 33–40 K.G. Raptis and A.A. Savaidis / Structural Integrity Procedia 00 (2018) 000 – 000

40

8

Costopoulos, N.T., Spitas, V., 2009. Reduction of gear fillet stresses by using asymmetric teeth. J. Mechan. Mach, Theor. 44, 1524-1534. DIN 3990, 1987. Calculation of Load Capacity of Cylindrical Gears. DeutschesInstitut fur Normung E.V. Dnyaneshwar, S., Mangrulkar, K.S., 2016. Comparison of bending stresses in spur gear due to the backlash provided by different methods, International Conference on Recent Innovations in Sciences, Management, Education and Technology, JCD Vidyapeeth, Sirsa, Haryana (India), 27th August 2016, ISBN: 978-93-86171-04-7. Hwang, S.C., Lee, J., Lee, D.H., Han, S.H., Lee, K.H., 2013. Contact stress analysis for a pair of mating gears, Mathematical and Computer Modelling 57(1-2), 40-49. ISO 6336:3, 1996. Calculation of the Load Capacity of Spur and Helical Gears Part 3: Calculation On Tooth Bending Strength. Karaveer, V., Mogrekar, A., Joseph, T.P.R., 2013. Modeling and finite element analysis of spur gear. International Journal of Innovative Science, Engineering & Technology 3(5), 2104-2107. Kawalec, A., Wiktor, J., Ceglarek, D., 2006. Comparative analysis of tooth-root strength using ISO and AGMA standards in spur and helical gears with FEM-based verification. Journal of Mechanical Design 128, 1141-1158. Lewis, W., 1882. Investigation of strength of gear teeth. Proceedings of the Engineering Club No. 1, Philadelphia. Naik, K.N., Dolas, D.R., 2016. Static analysis of bending stresses on spur gear tooth profile by using finite element analysis & photo elastic technique. International Journal of Current Engineering and Technology 6(1), 284-288. Niemann, G ., 1965. Maschinelemente , Band 2, Springer – Varlag. Patil, P.J., Patil, M.S., Joshi, K.D., 2017. Dynamic state or whole field analysis of helical gear. Journal of the Institution of Engineers (India) C, 1-6. Patil, P.J., Patil, A.A., Santosh, S.N., 2018. Dynamic analysis of helical gear to evaluate bending stress at root of tooth using photoelastic coating and finite element method, 13th International Conference on Recent Innovations in Science, Engineering and Management. ISBN:978-93 87793-02-6, 23rd Feb 2018. Prajapati, J.M., Vaghela, P.A., Dayal, S.P., 2014. Constraints affect the optimization of bending stress at critical section of asymmetric spur gear tooth. International Journal of Mechanical Engineering and Robotics Research (IJMERR) 3(1), 138-144. Raptis, G.K., Costopoulos, Ν.T., Papadopoulos, Α.G., Tsolakis, D.Α., 2010. Rating of spur gear strength using photoelasticity and the finite element method. American Journal of Engineering and Applied Sciences 3(1), 222-231. Spitas, V., Costopoulos, N.T., Spitas, C., 2005. Increasing the strength of standard involute gear teeth with novel circular root fillet design. Am. J. Applied Sci. 2, 1058-1064. Spitas, V., Costopoulos, N.T., Spitas, C., 2007. Fast modeling of conjugate gear tooth profiles using discrete presentation by involute segments. J. Mechan. Mach. Theor. 42, 751-762. Townsend, D.P., 1992. Dudley’s Gear Handbook, Mc -Graw Hill , New York. Vaghela, P.A., Dayal, S.P., 2014. Effect of pressure angle on contact ratio of asymmetric involute spur gear teeth. International Journal of Advance Engineering and Research Development 1(12), 205-209. Vishwakarma, S., Sharma, S., Arya, R., 2017. Structural analysis of spur gear using FEM. IJOSTHE IV(IV). Wable, V., Mate, D.M., 2016. An investigative study of spur gear failure by FEA and photoelastic method. Ι nternational Journal of Science and Research 5(7), 544-549. Wadagaonkar, S., Shinde, S., 2015. Cosine gear stress analysis with experimental validation and comparison with involute gear. International Journal of Innovative Science, Engineering & Technology 2(3), 438-443.