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Adjusted method of solving the contact problem for an annular layer taking into account the friction forces. Statement 2. A solution of functional equations defining the mathematical model of the contact problem
Bozhkova L., Noritsina G., Ryabev V.
APPROXIMATE SOLUTION OF THE CONTACT PROBLEM FOR THE TWO-LAYER FLEXIBLE COATING OF A SOLID CYLINDER
Bozhkova L., Ryabov V., Noritsina G., Akulshina T.
Evaluation of strength of undercarriage of light commercial vehicles with design changes
Shurygin V., Tumasov A., Orlov L., Sharov D.
Technological process optimization for aviation part frame manufacturing on the basis of calculations in the automated warpage computation system
Kluchnikov S., Barakhtenko E.
Cooling of rotary heat exchanger frame
Dementyev A., Kostyukov A.
The relationship of elastic deformations of four-high system during formation of a profile and flatness of rolled strips
Belsky M., Mukhin Y.
The study of deformations in reinforced plates
Parakhoni A., Osipov N.
The revised method of solving the contact problem for ring layer, taking into account the forces. Message 1. Mathematical model of contact interaction of ring layer with rigid base
Bozhkova L., Noritsyna G., Ryabov V.
Influence of parameters of geometrically nonlinear endochronic theory of inelasticity on description of stress relaxation process
Kadashevich Y., Pomytkin S., Pomytkina T.
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