Modelling of Equivalent Mass and Rigidity of Continual Segment of the Inter-Resonance Vibration Machine-Reference-Cited by-同舟云学术

Modelling of Equivalent Mass and Rigidity of Continual Segment of the Inter-Resonance Vibration Machine

Published:2021-06-01 Issue:2 Volume:26 Page:70-83
ISSN:2353-9003
Container-title:International Journal of Applied Mechanics and Engineering
language:en
Short-container-title:

Author:

Lanets O.S.¹,Dmytriv V.T.¹,Kachur O.Yu.¹,Derevenko І.A.²,Novitskyi Yu.Ya.³,Horodetskyy І.М.⁴

Affiliation:

1. Department of Mechanics and Automation of Mechanical Engineering Institute of Engineering Mechanics and Transport , Lviv Polytechnic National University , 1 Profesorska St., Lviv, 79013 , Ukraine

2. Department of Strength of Materials and Structural Mechanics , Institute of Civil Engineering and Building Systems , Lviv Polytechnic National University , 6 Karpinskoho St., Lviv, 79013 , Ukraine

3. Department of Mechanical Engineering Technologies, Institute of Engineering Mechanics and Transport , Lviv Polytechnic National University , 1 Profesorska St., Lviv, 79013 , Ukraine

4. Department of Project Management and Occupational Safety, Faculty of Mechanic and Power Engineering , Lviv National Agrarian University , Lviv-Dubliany, 80381 , Ukraine

Abstract

Abstract The article deals with a continual segment of an inter-resonance vibration machine. In the form of a solid with distributed parameters this segment combines two defining parameters, namely: the inertial parameter of reactive: masses and appropriate rigidity of elastic coupling. These operation factors are revealed only in dynamic processes and are clearly not included in the parameters of the continual segment. Analytical dependences are developed for modeling of defining parameters of an inter-resonance system, namely: reactive mass and appropriate rigidity of elastic: coupling. Parameters of the reference point of the continual segment passing through its center of velocity are studied. The inertial parameter of the reactive mass and the rigidity of elastic coupling were modeled by the Rayleigh-Ritz method. The reliability of the results of theoretical research was confirmed experimentally and the parameters of the partial frequency of the continual segment were determined.

Publisher

Walter de Gruyter GmbH

Link

https://www.sciendo.com/pdf/10.2478/ijame-2021-0020

Reference27 articles.

1. [1] Lanets O.S., Derevenko I.A., Borovets V.M., Kovtonyuk M.M., Komada P., Mussabekov K. and Yeraliyeva B. (2019): Substantiation of consolidated inertial parameters of vibrating bunker feeder.– Przegląd Elektrotechniczny, vol.95, No.4, pp.47-52.

2. [2] Gursky V.M., Kuzio I.V., Lanets O.S., Kisała P., Tolegenova A. and Syzdykpayeva A. (2019): Implementation of dual-frequency resonant vibratory machines with pulsed electromagnetic drive.– Przegląd Elektrotechniczny, vol.95, No.4, pp.41-46.

3. [3] Sharma A.K., Sharma P., Chauhan P.S. and Bhadoria S.S. (2018): Study on harmonic analysis of functionally graded plates using fem.– International Journal of Applied Mechanics and Engineering, vol.23, No.4, pp.941-961.

4. [4] Jaworski J. W. and Dowell E. H. (2008): Free vibration of a cantilevered beam with multiple steps: comparison of several theoretical methods with experiment.– Journal of Sound and Vibration, vol.312, No.4-5, pp.713-725.

5. [5] Raju L.S., Raju K. and Rao G.V. (1976): Large amplitude free vibrations of tapered beams.– AIAA Journal, vol.14, No.2, pp.280-282.

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