Thermal-Fatigue Analysis of Turbine Discs under Complex Thermo-Mechanical Loading with Account of Plasticity and Creep Effects

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During operation of transport and maneuverable gas-turbine units, there are crack formation in turbine disc rims what exerted by thermomechanical cycling loads. For in-depth study of these problems we have to use theories of plasticity and creep which form the basis for determining the complex stress-strain state in the stress concentration zone for disc rims, and a modern failure criterion which can predict lifetime under conditions of simultaneous plastic and creep strain accumulation. There is a finite-element method (FEM) that allows us to evaluate the stress-strain state in a stress concentration zone for a non-elastic material behavior. With plasticity and creep theories, it is possible to determine local strain quiet reliable by FEM.

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955-960

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January 2015

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© 2015 Trans Tech Publications Ltd. All Rights Reserved

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[1] Getsov, L.B., Materialy I prochnost gasovyh turbin, [Materials and strength of gas turbine parts]. Vol. 2. Rybinsk, 2011. (rus).

Google Scholar

[2] Melnikov, B.E., Semenov, A.S., Creation and application of hierarchical sequence of material models for numerical analysis of elasto-plastic structures (1996) Zeitschrift fur Angewandte Mathematik und Mechanik. Vol. 76 (Suppl. 2), pp.615-616.

Google Scholar

[3] Getsov, L.B., O Kriterii razrushenia materialov pri slozhnoi programme nagruzhenia, [Failure criteria with a complex loading program], All-Union Symposium on Low-Cycle Fatigue Questions, Tez. Dokl., Kanuas (1971) pp.52-55. (rus).

Google Scholar

[4] Semenov, А.S., Getsov, L.B., Thermal fatigue fracture criteria of single crystal heat-resistant alloys and methods for identification of their parameters (2014) Strength of Materials. Vol. 46, No. 4, pp.38-48.

DOI: 10.1007/s11223-014-9513-2

Google Scholar

[5] Getsov, L.B., Rybnikov, A.I., Semenov, A.S., Thermal fatigue strength of heat-resistant alloys (2009) Thermal Engineering, vol. 56, No5, pp.412-420.

DOI: 10.1134/s0040601509050103

Google Scholar

[6] Petinov, S.V., Strain-life approach: application for fatigue design of ship superstructure critical detail (2014) Applied Mechanics and Materials. Vol. 617, pp.197-202.

DOI: 10.4028/www.scientific.net/amm.617.197

Google Scholar

[7] Getsov, L.B., Nigin, A.A., Kabelevskii, M.G., Use of the finite-element method for numerical evaluation of the thermal cycling endurance of discs (1979) Strength of material. No 4, pp.417-421.

DOI: 10.1007/bf00767694

Google Scholar

[8] Strength analysis of Gas-Turbine Discs. Report of CNIITMASH. (1970).

Google Scholar

[9] Nozhnitsky, Y.A., Doulnev, R.A., Egorov, I.V. et alEvolution of Aviation Engine Life Management in CIS. Pr. Of Int Symp. on Condition Based Monitoring for Highly Engineering Systems, Pisa, Italy, (2000).

Google Scholar

[10] Demyanushko, I.V., Kutyrev, V.V. Study of stress concentration in the disks with eccentric holes (1987) Proceedings of the Universities. Engineering, No4, pp.70-74.

Google Scholar

[11] Getsov, L.B., Dondoshansky, V.K. On the methods of estimation of strength disks and GTE blades in the temperature cycling modes (1976) Strength of materials, No7, pp.84-88.

Google Scholar

[12] Belyakov, A. R, Getsov, L.B., Dondoshansky, V.K., Schneerson ,Y.B. On use of theory of adaptability in calculations on strength of a gas turbine disk (1988) Strength of materials, №11, pp.100-106.

DOI: 10.1007/bf01530161

Google Scholar

[13] Karimbaev, K.D., Servetnik, A.N. Low-cycle fatigue calculation of gas turbine engine disks under flight cycle conditions (2009) Strength of materials. No1, pp.129-133.

DOI: 10.1007/s11223-009-9105-8

Google Scholar

[14] Wu, X. Life prediction of Gas Turbine Materials (2000) Gas turbines, pp.215-282.

Google Scholar

[15] Temis, Y.M., Selivanov A.V., Yurchenko, G.G. HPC Design Based on Multidisciplinary Numerical Simulation. Proc. of 10th European Conf. on Turbomachinery: Fluid Dynamics and Thermodynamics ETC-2013, Lappeenranta, Finland, pp.787-796.

Google Scholar

[16] Temis, Y., Fakeev A. Simulation of thermomechanical fatigue of structured materials (2014) XVII Int. Colloquium on Mechanical Fatigue of Metals. Procedia Engineering 74, p.352–355.

DOI: 10.1016/j.proeng.2014.06.278

Google Scholar

[17] Saltsman, J.F., Halford, G.R. Ability of the total strain version of strain range partioning to characterize thermomechanical fatigue behavior. NASA, 1994. 24 p.

Google Scholar

[18] Temis, Y.M., Azmetov, Kh. Kh., Zuzina, V.M. Low-cycle fatigue simulation and life-time prediction of high stressed structures (2009) Solid State Phenomena. Trans Tech Publicat. Vols. 147-149, pp.333-338.

DOI: 10.4028/www.scientific.net/ssp.147-149.333

Google Scholar

[19] Temis, Y.M., Fakeev, A.I., Azmetov, Kh. Kh. LCF simulation under nonisothermal loading. Proc. of the 16th Int. colloquium «Mechanical fatigue of metals» Brno, 24-16 September 2012. pp.208-215.

Google Scholar

[20] Semenov, A.S., Semenov, S.G., Nazarenko, A.A., Getsov, L.B. Computer simulation of fatigue, creep and thermal-fatigue cracks propagation in gas-turbine blades (2012) Materials and Technology. Vol. 46 (3), pp.197-203.

DOI: 10.1007/s11223-015-9657-8

Google Scholar