Obrabotka Metallov 2014 No. 4

ОБРАБОТКА МЕТАЛЛОВ № 4 (65) 2014 76 ТРУДЫ КОНФЕРЕНЦИИ simulation of creep processes in metal patterns made of materials with different extension compression properties]. Vychislitel’nye metody i programmirovanie – Numerical Methods and Programming , 2008, vol. 9, no. 1, pp. 346–365. 3. Oleinikov A.I. Modeli ustanovivsheisya polzuchesti transversal’no-izotropnykh materialov s raznymi kharakteristikami na rastyazhenie i szhatie [Models for the steady-state creep of transversely isotropic materials with different tension and compression characteristics]. Sibirskii Zhurnal Industrial’noi Matematiki – Journal of Applied and Industrial Mathematics , 2010, vol. XIII, no. 3 (43), pp. 113–116. (In Russian) 4. Tsvelodub I.Yu. Kpostroeniyu opredelyayushchikh uravnenii polzuchesti ortotropnykhmaterialov s razlichnymi svoistvami pri rastyazhenii i szhatii [Construction of constitutive equations of creep in orthotropic materials with different properties under tension and compression]. Prikladnaya mekhanika i tekhnicheskaya fizika – Journal of Applied Mechanics and Technical Physics , 2012, vol. 53, no. 6 (316), pp. 98–101. (In Russian) 5. Gorev B.V., Rubanov V.V., Sosnin O.V. O polzuchesti materialov s raznymi svoistvami pri rastyazhenii i szhatii [Creep of materials with different properties in tension and compression]. Problemy prochnosti – Strength of Materials , 1979, no. 7, pp. 62–67. (In Russian) 6. Gorev B.V., Sosnin O.V., Lyubashevskaya I.V. [On creep of materials with different tension and compression properties]. Trudy IV Vserossiiskoi konferentsii s Mezhdunarodnym uchastiem. Matematicheskoe modelirovanie i kraevye zadachi [Proceedings of the Fourth All-Russian Scientific Conference with International Participation (29– 31 May 2007). Mathematical Modeling and Boundary-Value Problems], Samara, SamSTU Publ., 2007, pt. 1, pp. 77–81. (In Russian) 7. Nikitenko A.F. Polzuchest’ i dlitel’naya prochnost’ metallicheskikh materialov [Creep and long-term strength of metal materials]. Novosibirsk, NGASU Publ., 1997. 278 p. 8. Tsvelodub I.Yu. Postulat ustoichivosti i ego prilozheniya v teorii polzuchesti metallicheskikh materialov [The stability postulate and its applications in creep theory of metallic materials]. Novosibirsk, LIH SB RAS Publ., 1991. 201 p. 9. Zolochevsky A., Sklepus S., Hyde T.H., Becker A.A., Peravali S. Numerical modeling of creep and creep damage in thin plates of arbitrary shape from materials with different behavior in tension and compression under plane stress conditions. International Journal for Numerical Methods in Engineering , 2009, vol. 80, iss. 11, pp. 1406–1436. doi: 10.1002/nme.2663 10. Zolochevsky A., Galishin A., Sklepus S., Voyiadjis G.Z. Analysis of creep deformation and creep damage in thin-walled branched shells from materials with different behavior in tension and compression. International Journal of Solids and Structures , 2007, vol. 44, iss. 16, pp. 5075–5100. doi: 10.1016/j.ijsolstr.2006.12.019 11. Zolochevsky A., Sklepus S., Kozmin Yu., Kozmin A., Zolochevsky D., Betten J. Constitutive equations of creep under changing multiaxial stresses for materials with different behavior in tension and compression. Forschung im Ingenieurwesen , 2004, vol. 68, iss. 4, pp. 182–196. doi: 10.1007/s10010-003-0123-6 12. Gopev B.V., Masanov I.Zh. Osobennosti deformirovaniya listovykh konstruktsionnykh plit iz alyuminievykh splavov v rezhimakh polzuchesti [Deformation features of the aluminium laminary structural plates under creep modes]. Tekhnologiya Mashinostroeniya – Mechanical Engineering , 2009, no. 7, pp. 13–20. 13. HiroyukiWatanabe, Masao Fukusumi. Tension-compression asymmetry under superplastic flow inmagnesium alloys. Journal of Materials Engineering and Performance , 2014, vol. 23, iss. 10, pp. 3551–3557. doi: 10.1007/ s11665-014-1176-4 14. NikitenkoA.F., Sosnin O.V., Torshenov N.G., Shokalo I.K. O polzuchesti uprochnyayushchikhsya materialov s raznymi svoistvami na rastyazhenie i szhatie [Creep of hardening materials with different properties in tension and compression]. Prikladnaya mekhanika i tekhnicheskaya fizika – Journal of Applied Mechanics and Technical Physics , 1971, no. 2, pp. 118–122. (In Russian) 15. Tsvelodub I.Yu. O polzuchesti materialov s raznymi svoistvami na rastyazhenie i szhatie [The creep of materials with different properties in tension and compression]. Dinamika sploshnoi sredy – Dynamics of a Continuous Medium , 1974, iss. 19–20, pp. 147–155. 16. Sosnin O.V. K voprosu o sushchestvovanii potentsiala polzuchesti [Existence of a creep potential]. Mekhanika tverdogo tela – Mechanics of Solids , 1971, no. 5, pp. 85–89. (In Russian) 17. Gorev B.V., Klopotov I.D. K opisaniyu protsessa polzuchesti i dlitel’noi prochnosti po uravneniyam s odnim skalyarnym parametrom povrezhdaemosti [Description of the creep process and long-term strength by equations with one scalar damage parameter]. Prikladnaya mekhanika i tekhnicheskaya fizika – Journal of Applied Mechanics and Technical Physics , 1994, vol. 35, no. 5, pp. 92–102. (In Russian) 18. Shesterikov S.A., Arshakuni A.L., Lokoshchenko A.M., Kiselevskii V.N. et al. Zakonomernosti polzuchesti i dlitel’noi prochnosti: spravochnik [The Laws of Creep and Long-Term Strength: A Handbook]. Moscow, Mashinostroenie Publ., 1983, pp. 8–11.

RkJQdWJsaXNoZXIy MTk0ODM1