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Fluctuation formation model and operation mechanism of an inhibiting layer on metals. I. origination of an inhibitor boundary layer
Popov Yu.A., Koval'chukov N.A.
strong field of the electric double layer within fluctuation is considered. © Pleiades Publishing, Ltd
INFLUENCE OF ORDERING IN GRANULAR LAYERS OF NICKEL-MANGANESE ALLOY ON THE ACTIVATION-ENERGY OF THE ELECTRO-CONDUCTIVITY OF LAYERS
NECHITAILOV P.B., YAGODOVSKII V.D., RYZHOVA E.A.
INFLUENCE OF ORDERING IN GRANULAR LAYERS OF NICKEL-MANGANESE ALLOY ON THE ACTIVATION
Application of the Contact Layer in the Solution of the Problem of Bending the Multilayer Beam
Andreev V.I., Turusov R.A., Tsybin N.Y.
of rectangular cross-section, which is bended by the normally distributed load. The interaction between layers
Superconducting properties of bi-layer graphene in chiral model
Rybakov Y.P., Umar M., Iskandar M.
properties of the bi-layer graphene with some twisting angle a between the layers. The interaction
Fluctuation formation model and operation mechanism of an inhibiting layer on metals: III. Equations of inhibitor layer at metal boundary
Popov Y.A., Koval'chukov N.A., Popova V.A., Chistokhvalov V.N.
Equations of the boundary inhibitor layer are derived. The equations determine the metal surface
ELECTRICAL DOUBLE LAYERS AND THEIR EFFECT ON THE LOW-FREQUENCY DIELECTRIC PERMITTIVITY OF 4-n-PENTYL-4 '-CYANOBIPHENYL (5CB)
Rybakov D.O., Belyaev V.V.
CB), an empirical model describing the formation of double electrical layers (DEL) for the cells
Periodic double-layer structures
Strezh P.E.
of doublelayer periodic systems in the general case of an arbitrary optical thickness of the layers
Construction of exact solutions to singular perturbation problems for linear ordinary differential equations with power boundary layer
Konyaev Yu.A.
equations with power boundary layer
Surface layer of quartz-based wear-resistant structural ceramic after machining
Rogov V.A., Shkarupa M.I.
Surface layer of quartz-based wear-resistant structural ceramic after machining
Nonlocal problems in the mechanics of three-layer shells
Onanov G.G., Skubachevskii A.L.
Nonlocal problems in the mechanics of three-layer shells

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