Method for Controlling Vibration Processes in a Vibration Protection System
https://doi.org/10.37909/2542-1352-2024-4-4007
Abstract
Among the requirements for vibration isolation, the most important is the requirement for the range of natural vibration frequencies. We study the suspension of a marine engine on elastic pneumohydraulic vibration-isolating mounts (PVIM) as the most promising vibration protection systems of the new generation. A method for calculating the natural vibrations of spatial vibration-isolated objects is presented. An algorithm is presented for reducing vibration frequencies to a narrow range by varying the coordinates and installation angles of such vibration isolators as air defense. An example of calculation is given.
About the Authors
E. FomichevaRussian Federation
Elena Fomicheva, Associate Professor
P. Fomichev
Russian Federation
Pavel Fomichev, Associate Professor
References
1. Banakh L.Ya. Method for calculating stiffness, inertia and damping matrices for complex spatial systems / Vibration isolation of machines and vibration protection. Moscow: Nauka, 2019. 196 p.
2. Statnikov R.B., Matusov L.B. Multicriteria design of machines Moscow: Znanie, 2019. 179 p.
3. Fomichev P.A. New generation hydraulic vibration-isolating supports. / S.P. Glushkov, P.A. Fomichev, E.V. Fomicheva. Novosibirsk, Novosibirsk Academy of Water Transport, 2005. 190 p.
4. Fomichev P.A. Fomicheva E.V. Automation of vibration protection of ship engines. Novosibirsk: Siberian Publishing Firm "Nauka" RAS, 2004. 126 p.
5. Frolov K.V. Dynamic properties of linear vibration protection systems. Moscow: Nauka, 2021. 205 p.
Review
For citations:
Fomicheva E., Fomichev P. Method for Controlling Vibration Processes in a Vibration Protection System. Creativity and Modernity. 2024;(4):47-53. (In Russ.) https://doi.org/10.37909/2542-1352-2024-4-4007
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