Affiliation:
1. Moscow State University of Civil Engineering
Abstract
In the [1,2] was considered method of separating of variables in three-dimensional problem for radially inhomogeneous cylinder. This problem solves in terms of displacements and reduced to infinite system of ordinary differential equations. The paper deals with the partially case – two-dimensional axisymmetric problem of the calculation of thick-walled cylindrical shell loaded by non-uniform load on the outer surface.
Publisher
Trans Tech Publications, Ltd.
Reference11 articles.
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2. V.I. Andreev, The Method of Separation of Variables in the Problem of Theory of Elasticity for Radially Inhomogeneous Cylinder, submitted to Appl. Mech. Mater. (AMM) (2015).
3. L.N.G. Filon, On the elastic Equilibrium of Circular Cylinders under Certain Practical Systems of Load, Phil. T. Royal Soc. London, Ser. A. 198 (4) (1902) 147-233.
4. V.I. Andreev and N.Y. Cybin, Generalization of Michel's solution of plane problem theory of elasticity in polar coordinates in the event of a radially inhomogeneous body, WIT T. Model. Simulat. 57 (2014) 215-227.
5. V.I. Andreev, About one method of solving of plane problem of the theory of elasticity for radial inhomogeneous body, Appl. Mech. (Kiev), 23 (4) (1987) 16-23.
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4 articles.
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