Systems. Methods. Technologies 4(36) 2017

Systems Methods Technologies. A.V. Eliseev et al. Dyad as a basis … 2017 № 4 (36) p. 25-38 38 1. Frolov K.V., Furman F.A. Applied theory of vibration pro- tection systems. M.: Mashinostroenie, 1985. 286 p. 2. Eliseev S.V., Artyunin A.I. Applied theory of oscillations in problems of dynamics of linear mechanical systems. Novosi- birsk, 2016. 459 p. 3. Eliseev S.V., Khomenko A.P. Dynamic oscillation: concept of feedback and structural methods of mathematical modeling. Novosibirsk: Nauka, 2014. 357 p. 4. Clarence W. de Silva. Vibration. Fundamentals and Prac- tice. Boca Raton; London; New York; Washington D.C.: CRC Press, 2000. 957 p. 5. Karnovsky I.A., Lebed E. Theory of Vibration Protection, Springer International Publishing. Switzerland, 2016. 708 p. 6. Makhutov N.A. Durability, resource, survivability and safe- ty of machines: monogr. M.: URSS, 2008. 574 p. 7. Lontsikh P.A., Eliseev S.V. The dynamic quality of machi- nery and equipment as a tool to ensure reliability of production and competitiveness of the processes: monogr. Irkutsk: Izd-vo Irkut. gos. tekhn. un-ta, 2014. 322 p. 8. Timoshenko S.P., Yang D.Kh., Uver U. Theory of oscilla- tions in engineering. M.: Mashinostroenie, 1985. 472 p. 9. Tarasik V.P. Mathematical modeling of technical systems: Minsk, 2004. 640 p. 10. Belokobyl'skii S.V., Eliseev S.V., Sitov I.S. Dynamics of mechanical systems. Lever and inertial-elastic connection. SPb.: Politekhnika, 2013. 320 p. 11. Eliseev S.V., Reznik A.P., Khomenko A.P. Mechatronic approaches in the dynamics of mechanical oscillation systems: monogr. Novosibirsk: Nauka, 2011. 383 p. 12. Khomenko A.P., Eliseev S.V., Ermoshenko Yu.V. System analysis and mathematical modeling in mechatronics vibration isolation systems. Irkutsk: IrGUPS, 2012. 288 p. 13. Emel'yanov S.V., Korovin S.K. New types of feedback: Management under uncertainty. M.: Nauka: Fizmatlit, 1997. 352 p. 14. Lenk A. Electromechanical system. System with lumped parameters. M.: Mir, 1978. 288 p. 15. Eliseev S.V., Reznik Yu.N., Khomenko A.P., Zasyadko A.A. Dynamic synthesis of generalized problems of vibration and vibration control of technical objects. Irkutsk: Izd-vo IGU, 2008. 523 p. 16. Tsze F.S., Morze I.E., Khinl R.T. Mechanical vibrations. M.: Mashinostroenie, 1966. 508 p. 17. Eliseev S.V., Bol'shakov R.S., Nguen D.Kh., Vyong K.Ch. Determination of the natural frequencies of mechanical oscillation systems: the use of features of frequency energy func- tion. Part I // Bulletin of Irkutsk State Technical University . 2016. № 6 (113). P. 26-33. 18. Eliseev S.V., Bol'shakov R.S., Nguen D.Kh., Vyong K.Ch. Determination of the natural frequencies of mechanical oscillation systems: the use of features of frequency energy func- tion. Part II // Bulletin of Irkutsk State Technical University . 2016. № 7 (114). P. 10-23. 19. Artobolevskii I.I. Theory of mechanisms and machines. M.: Nauka, 1978. 640 p. 20. Stepanov N.F. Quantum mechanics and quantum chemi- stry. M.: Mir, 2001. 519 p. 21. Zommerfel'd A. Mechanics. M.; Izhevsk: NITs RKhD, 2001. 368 p. 22. Eliseev S.V., Lontsikh P.L. Evaluation of forms of inte- raction between the partial systems in the machine circuits. Possi- ble simplification // Bulletin of Irkutsk State Technical Universi- ty . 2012. № 6 (65). P. 17-21. 23. Eliseev S.V., Trofimov A.N., Kaimov E.V. The forms of partial coherence in oscillations of mechanical systems // Interna- tional Journal of Applied and Fundamental Research. 2014. № 5- 1. P. 15-25. 24. Khomenko A.P., Eliseev S.V. The development of the energy method for the determination of frequencies of free oscil- lations of mechanical systems // Modern technologies. System analysis. Modeling. 2016. № 1 (49). P. 8-19.