Development of Mathematical Models and Computer Technologies for the Virtu al Destructive Testing of Shell Structures

The method for numerical investigation of the stress-strain state and the strength of thin-walled structural element in the process of loading by increasing internal pressure is elaborated. Constitutive equations of the theory of elasticplastic deformation of isotropic materials along the trajectori...

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Bibliographic Details
Main Authors: Yu.N. Shevchenko, N.F. Andrushko, M.E. Babeshko, M.V. Banyas, A.Z. Galishin, P.G. Dehtyarenko, V.G. Savchenko, A.M. Tonkonozhenko, N.N. Tormakhov
Format: Article
Language:Ukrainian
Published: Publishing House "Akademperiodyka" 2013-11-01
Series:Nauka ta Innovacii
Subjects:
Online Access:ftp://ftp.nas.gov.ua/akademperiodyka/Downloads/Archive%20SI%20Journal/SI_ukr/2013/N6/Shevchenko.pdf
Description
Summary:The method for numerical investigation of the stress-strain state and the strength of thin-walled structural element in the process of loading by increasing internal pressure is elaborated. Constitutive equations of the theory of elasticplastic deformation of isotropic materials along the trajectories of small curvature, the relations of the theory of thin shells of revolution, the strength criteria, methods for solving of boundary value problems of plasticity and corresponding computer programs are used. Calculation results for the failure loading and experimental data confirmed the effectiveness of the developed mathematical model.
ISSN:1815-2066
2413-497X