Цитирование: | 1. Erasov, V. S., Yakovlev, N. O., Nuzhnyy, G. A. Qualification Tests and the Study of Aviation Materials Strength. Aviation materials and tecnologes. 2012; (5):440-448. ( In Russ.)
2. Erasov, V. S., Yakovlev, N. О., Gladkikh, А. V., Goncharov, А. А., Skiba, О. V., Boyarskikh, А. V., Podzhivotov, N. Y. Qualification tests of large polymer composite constructions on power floor FSUE «VIAM» im. G.V. Akimova. Kompozitnyy mir. 2014; (1):72-78. ( In Russ.)
3. Golushko S. K., Nemirovskiy Yu. V. Pryamye i obratnye zadachi mekhaniki kompozitnykh plastin i obolochek vrashcheniya [Direct and inverse problems of mechanics of composite plates and shells]. Moscow: Fizmatlit; 2008: 432. (In Russ.).
4. Dimitrienko, Yu. I., Fedonyuk, N. N., Gubareva, E. A., Sborschikov, S. V., Prozorovskiy, A. A., Erasov, V. S., Yakovlev, N. O. Modeling and development of three-layer sandwich composite materials with honeycomb core. Herald of the Bauman Moscow state technical university. Series: Natural Sciences. 2014; 5(56):66-81. (In Russ.)
5. Boyce, M. C., Arruda, E. M. An experimental and anaiytical investigation of the large strain compressive and tensile response of glassy polymers. Polymer Engineering & Science. 2004; 30(20):1288-1298. Doi: 10.1002/pen.760302005.
6. Odinokova, O. A., Odinokov, A. V. Termomekhanicheskie metody v tekhnologii proizvodstva i proektirovanii izdeliy iz plastmass [Thermo-mechanical methods in production technology and design of plastic products]. Moscow: RAN; 2008: 89. Available at: http://pnu.edu.ru/media/filer_public/2013/04/10/2-25_odinokova-odinokov.pdf (date of visit: 01 nov 2015). (In Russ.)
7. Lagace, P. A. Nonlinear stress-strain behavior of graphite/epoxy laminates. American Institute of Aeronautics and Astronautics Journal. 1985; 23(10):1583-1589. Doi: 10.2514/3.9127.
8. Sendeckyj, G. P., Richardson, M. D., Pappas, J. E. Fracture behavior of thornel 300/5208 graphite/epoxy laminates - Part 1: Unnotched Laminates. Composite Reliability, American Society for Testing and Material. 1973; (STP580):528-546.
9. Vasiliev, V. V., Morozov, E. V. Advanced mechanics of composite materials. Amsterdam:Elsevier; 2007: 491. ISBN: 9780080453729.
10. Timoshenko, S. P. Strength of materials. Part 1, Elementary theory and problems. New York: Van Nostrand; 1955: 442.
11. Ambartsumyan S. A. Raznomodul'naya teoriya uprugosti [Theory of materials heteroresistant to tension and compression]. Moscow: Nauka; 1982: 317. (In Russ.)
12. Ambartsumyan S. A. Soprotivlenie materialov, raznosoprotivlyayushchikhsya rastyazheniyu i szhatiyu [Strength of materials heteroresistant to tension and compression]. Erevan: RAU; 2004: 187. (In Russ.)
13. Ambartsumyan, S. A., Gnuni, V. Ts. The flexion of non-linear elastic beam taking into consideration the material resistance to the tension and compression in different ways. Reports of NAS RA. Mechanics. 2005; (1). Available at: http://elib.sci.am/2005_1/07/07r.htm (date of visit: 01 nov 2015). (In Russ.)
14. Abramov, А. V., Berezovskaya, М. Е., Voikina, О. V., Chereneva, А. S. The processing of experimental data for determination of mechanical properties of structural materials. Scientific and Technical Journal «News of material science & technology». 2014; (1). Available at: http://www.materialsnews.ru/plugins/content/journal/uploads/articles/pdf/62.pdf (In Russ.)
15. Adamov, А. А. Primary processing of experimental data of modern testing machine for identification of rheological models. Computational continuum mechanics. 2013; 6(2): 131-139. (In Russ.)
16. Varenik, K. А. Approximation of the wood deformation diagram. Vestnik NovSU. Issue: Engineering sciences. 2013; 75(1): 60-64. (In Russ.)
17. Lawson, C. L., Hanson, R. J. Solving least squares problems. SIAM; 1995: 337. ISBN 9781611971217
18. Babenko, К. I. Osnovy chislennogo analiza [Basics of numerical analysis]. Moscow - Izhevsk: NITs «Regulyarnaya i khaoticheskaya dinamika»; 2002:847. ISBN:5-93972-162-1. (In Russ.)
19. Semisalov, B. V. Non-local algorithm of finding solution to the Poisson equation and its applications. Zhurnal Vychislitel'noi Matematiki i Matematicheskoi Fiziki. 2014; 54(7):1110-1135. (In Russ.)
20. Golushko, S. K., Idimeshev, S. V., Semisalov, B. V. Metody resheniya kraevykh zadach mekhaniki kompozitnykh plastin i obolochek: Uchebnoe posobie po kursu «Pryamye i obratnye zadachi mekhaniki kompozitov» [Methods for solving boundary-value problems in mechanics of composite plates and shells: Textbook for course "Direct and inverse problems in mechanics of composites"]. Novosibirsk: KTI VT SO RAN; 2014: 131. (In Russ.).
21. Gornov, A. Yu. Vychislitel'nye tekhnologii resheniya zadach optimal'nogo upravleniya [Computing technology for solving optimal control]. Novosibirsk: Nauka; 2009:279. (In Russ.)
22. Golushko, S. K., Idimeshev, S. V., Shapeev, V. P. Development and application of collocations and least residuals method to the solution of problems in mechanics of anisotropic laminated plates. Computational technologies. 2014; 19(5):24-36. ( In Russ.)
|