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The hp-version of the least-squares collocation method with integral collocation for solving a biharmonic equation
Shapeev V.P., Bryndin L.S., Belyaev V.A.
Modeling of non-isothermal elastic-plastic behavior of reinforced shallow shells in the framework of a refined bending theory
Yankovskii A.P.
A refined model of viscoelastic-plastic deformation of flexible spatially-reinforced cylindrical shells
Yankovskii A.P.
Static bending and vibrations of multilayer orthotropic rectangular plate with simply supported edges
Nedorezov P.P., Aristambekova A.V.
Numerical and experimental research of pure bending of beams made of the titanium ABVT-20 alloy with different properties for tension and compression under creep conditions
Iyavoynen S.V., Larichkin A.Y., Kolodezev V.E.
Substatiation of boundary conditions when during interaction of a string with bending hardness with roller basis
Anisimov V.N., Litvinov, V.L., Lukyanov A.E.
Equal-stress reinforcement the ring bending metal-composites plates working in conditions of steady creep
Yankovskii A.P.
On some properties of equal-stress problem solution reinforcement bending the metal-composite plates working in steady creep conditions A. P. Yankovskii
Yankovskii A.P.
Pure bending of beams made of multimodular behavior material under creep conditions
Lokoschenko A.M., Agakhi K.A., Fomin L.V.
The method for solving the boundary value problem of the beam’s creep and creep rupture strength condition of the pure bending based on the rod type structural model
Nibogina E.V.
Generalized stochastic model of creep and creep rupture beams in pure bending and its application to the estimation of reliability
Radchenko V.P., Shershneva M.V., Tsvetkov V.V.
Modeling of elastoplastic behavior of flexible spatially reinforced plates under refined theory of bending
Yankovskii A.P.
Application of methods of the perturbation theory to problem of equally-stressed reinfocing of bending metal-composite plates in conditions of steady-state creep
Yankovskii A.P.
1 - 13 of 13 Items

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