1Lugovoi, PZ, 2Sirenko, VN, 1Skosarenko, Yu.V, 2Batutina, TYa.
1Timoshenko Institute of Mechanics, NAS of Ukraine, Kyiv
2Pivdenne Design Office, Dnipropetrovsk
Sci. innov. 2016, 12(3):35-42
https://doi.org/10.15407/scine12.03.035
Section: Scientific Framework of the Innovation Activity
Language: English
Abstract: 
Methods and computing program to determine displacements and accelerations of points of the cylindrical shell (adapter) middle surface under the action of local momentary loads have been developed. Effect of local load on the oscillation parameters and deformation of the shell (adapter) has been studied by test example. The displacement and acceleration under the action of local momentary load have been established to be localized in the action points. The designed methods can apply to initial calculations of the parameters of oscillations and deformations of cylindrical shell (adapter) structural elements undergoing the action of heavy local momentary loads in the course of operation.
Keywords: adapter, cylindrical shell, distribution of accelerations, the local momentary load
References: 
1. Lugovoi P.Z., Meish V.F. and Shtantzel’E.A. Non-stationary dynamics of heterogeneous shell constructions. Kyiv: Printing polygraphic center “Kyiv university”, 2005 [in Russian].
2. Golovko K.G., Lugovoi P.Z. and Meish V.F. Dynamics of in homogeneous shells under non-stationary loads (edition by academician of Academy of Sciences of Ukraine Guz’ A.N.) Kyiv: Printing polygraphic center ‘Kyiv university’, 2005 [in Russian].
3. Lugovoi P.Z., Meish V.F. and Meish Yu.A. Solving the problem of dynamic behavior of stiffened cylindrical shells (structurally orthotropic model). Problems: of computing mechanics and strength of constructions. Collected articles. 2014, 23: 115-123 [in Russian].
4. Skosarenko Yu.V. The stress-strain state of a ribbed cylindrical shell interacting with an elastic foundation under short-term loads. International Applied Mechanics. 2015, 51(1): 92-101.
https://doi.org/10.1007/s10778-015-0675-9
5. Amiro I.Ya., Zarutskii V.A. Methods of shell calculation. Vol. 2: Theory of ribbed shells. Kyiv: Naukova dumka, 1980 [in Russian].
6. Timoshenko S.P., Young D.H., Weaver W. Vibration problems in engineering. Moscow: Mashinostroenie, 1985 [in Russian].