2. Ultimate Stability Stresses in Smooth Cylindrical Skins. Dynamic Problem
ISSN: 2617-5525
e-ISSN: 2617-5533
Organization:
Yangel Yuzhnoye State Design Office, Dnipro, Ukraine
Page: Kosm. teh. Raket. vooruž. 2017 (1); 8-17
Language: Russian
Annotation: This work deals with the problem of cylindrical shell stability within Donnel-Vlasov linear theory based on updated equilibrium equations and dynamic approach to their solution. The new theoretical results of critical stress determination that are well agreed with experimental data are presented here. The plot of critical stress as a function of dynamic behavior of specific shell is shown here. The wave generation parameters for the moment of equilibrium loss for each specific case are also presented in this work.
Key words:
Bibliography:
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2. Bolotin V. V. Nonconservative Problems of Elastic Stability Theory. М., 1961. P. 335.
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4. Kiselyov V. A. Structural Mechanics. М., 1969. P. 35-40.
5. Kaplya P. G., Pinyagin V. D. On Dynamics of Stiffened Cylindrical Shells. Space Technology. Missile Armaments: Collection of scientific-technical articles. 2009. Issue 2. P. 59–73.
6. Rabotnov Y. N. Strength of Materials. М., 1967. P. 88-89.
7. Timoshenko S. P. Stability of Rods, Plates and Shells. М., 1971. P. 257-259, 457-472.
8. Galaka P. I. Investigation of Impact of Axial Compressive Forces on Oscillation Frequencies and Modes of Ribbed Cylindrical Shells / P. I. Galaka, V. A. Zarutsky, P. G. Kaplya, V. I. Matsner, A. M. Nosachenko. Kyiv, 1975. Vol. XI, Issue 8. P. 41–48.
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