Study of Creep and Damage for a Hollow Cylinder on the Basis of Space and Refined Shell Models


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Abstract

We consider the axisymmetric problem of creep and creep damage of a hollow cylinder and develop a numerical-analytic method for the solution of this nonlinear initial-boundary-value problem. We also present an example of evaluation of creep and the time to fracture for a cylinder loaded by internal pressure. The results accumulated by using a three-dimensional model are compared with the data obtained on the bases of the refined model of the theory of shells.

About the authors

A. Z. Galishin

Timoshenko Institute of Mechanics, Ukrainian National Academy of Sciences

Email: Jade.Santos@springer.com
Ukraine, Kyiv

A. A. Zolochevsky

“KhPI” National Technical University

Email: Jade.Santos@springer.com
Ukraine, Kharkiv

S. M. Sklepus

Podgornyi Institute for Problems in Mechanical Engineering, Ukrainian National Academy of Sciences

Email: Jade.Santos@springer.com
Ukraine, Kharkiv

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