Nonlinear Deformation of Cylinders from Materials with Different Behavior in Tension and Compression
Oleksandr Z. Galishin,
Serhii M. Sklepus
Abstract:A new numerical-analytical method for solving physically nonlinear deformation problems of axisymmetrically loaded cylinders made of materials with different behavior in tension and compression has been developed. To linearize the problem, the uninterrupted parameter continuation method was used. For the variational formulation of the linearized problem, a functional in the Lagrange form, defined on the kinematically possible displacement rates, is constructed. To find the main unknowns of the problem of physi… Show more
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