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Purpose: The main aim of this paper is improved dynamic vibration impact and particle absorbers design with taking into account complex machines dynamic. Design/methodology/approach: The numerical schemes row is considered for the complex vibro-loaded constructions. Methods of decomposition and the numerical schemes synthesis on the basis of discrete-continuum modelling are considered. Findings: Development of mathematical models of complicated machines in view of their interaction with system of dynamic vibration absorbers. Dynamic vibration absorbers – complicated machines system design optimized on vibro- absorption properties. Research limitations/implications: The research must be done for non-linear machine dynamics. Practical implications: The absorbers designed in accordance with this paper can be applied not only to electric machines or aeronautic structures, but to any other type of vibro-loaded structure, such as turbo machines, pumps, cars suspensions, chisel installation, optical, magneto-optical disks, washing machine, refrigerator, vacuum cleaner, etc. Originality/value: The paper has novelty both in theoretical, and in practical aspect, In order that optimal parameters of DVA be determinate the complete modelling of dynamics of rotating machine should be made. Traditional design methodology, based on discontinuous models of structures and machines are not effective for high frequency vibration. The one-digit values are established not only for the dynamic vibration absorber parameters, but also for mechanical of base structure in connection points of the dynamic vibration absorbers.
Wydawca
Rocznik
Tom
Strony
77--86
Opis fizyczny
Bibliogr. 17 poz., rys., tab.
Twórcy
autor
- Lviv National Polytechnic University, St.Bandera str., 12, Lviv, Ukraine
autor
- Warsaw University of Life Sciences, Nowoursynowska 166 st. 02-787, Warsaw, Poland
autor
- Dora PE, Tkatckaia 9, 79019 Lviv, Ukraine
autor
- Lviv National Polytechnic University, St.Bandera str., 12, Lviv, Ukraine,
Bibliografia
- [1] D.J. Inman, Engineering Vibration, Prentice Hall, Englewood Cliffs, 1996.
- [2] J.C. Snowdon, Vibration and Shock in Damped Mechanical Systems, Wiley, New York, 1968.
- [3] S. Timoshenko, Vibration Problems in Engineering, third ed., Van Nostrand Company, New York, 1955.
- [4] R.E.D. Bishop, D.B. Welbourn, The problem of the dynamic vibration absorber, Engineering 174 (1952) 796.
- [5] G.B. Warburton, On the theory of the acceleration damper, Journal of Applied Mechanics 24 (1957) 322-324.
- [6] J.B. Hunt, Dynamic Vibration Absorbers, Mechanical Engineering Publications, London, 1979.
- [7] J.C. Snowdon, Platelike dynamic vibration absorber,Journal of Industrial Engineering, ASME paper No. 74-WA/DE-15
- [8] B.G. Korenev, L.M. Reznikov. Dynamic Vibration Absorbers: Theory and Technical Applications. Wiley, UK, 1993
- [9] T. Aida, T. Aso, K. Nakamoto, K. Kawazoe, Vibration control of shallow shell structures using shell-type dynamic vibration absorber, Journal of Sound Vibration 218 (1998) 245-267.
- [10] M. Saeki, Analytical study of multi-particle damping, Journal of Sound and Vibration 281 (2005)1133-1144.
- [11] K.S. Marhadi, V.K. Kinra, Particle impact damping: effect of mass ratio, material, and shape, Journal of Sound and Vibration 283 (2005) 433-448.
- [12] B.M. Shah, D. Pillet, Xian-Ming Bai, L.M. Keer, Q. Jane-Wang, R.Q. Snurr. Construction and characterization of a particle-based thrust damping system. Journal of Sound and Vibration 326 (2009) 489-502
- [13] B. Diveiev Rotating machine dynamics with application of variation-analytical methods for rotors calculation. Proceedings of the XI Polish - Ukrainian Conference on “CAD in Machinery Design - Implementation and Education Problems”. - Warsaw, 2003, 7-17.
- [14] I. Kernytskyy, B. Diveyev, B. Pankevych, N. Kernytskyy. Application of variation-analytical methods for rotating machine dynamics with absorber, Electronic Journal of Polish Agricultural Universities, Civil Engineering 9/4. (2006), (http://www.ejpau.media.pl/ ).
- [15] Z. Stocko, B. Diveyev, V. Topilnyckyj, Diskrete-cotinuum methods application for rotating machine-absorber interaction analysis. Journal of Achievements in Materials and Manufacturing Engineering 20/1-2 (2007) 387-390.
- [16] B. Diveyev, I. Butyter, N. Shcherbyna, Influence of clamp conditions and material anisotropy on frequency spectra of laminated beams, Mechanics of Composite Materials 47/ 2 (2011) 149-160.
- [17] M.M. Nykolyshyn, B.M. Diveyev, A.H. Smol’skyi Frequency characteristics of elastically fastened cantilever laminated beams. Journal of Mathematical Sciences (2013) 194 270-277.
Typ dokumentu
Bibliografia
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bwmeta1.element.baztech-a03df108-73ce-424b-a650-aa95b17d0e6f