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V. V. Shevelev
Observed names:
V.V. Shevelev,
Valetntin V. Shevelev
Institution:
MIREA - Russian Technological University
Observed institutions:
A. N. Kosygin Moscow State Textile University,
Moscow State University of Fine Chemical Technologies,
MIREA - Russian Technological University,
Central Research Institute of Ferrous Metallurgy I P Bardina
ORCID:
0000-0002-9285-5772
Observed ORCID:
0000-0002-9285-5772
OpenAlex ID:
A5068059017
Kinetics of nucleation in two-component systems
1984
·
D.E. Temkin
, V.V. Shevelev
·
Journal of Crystal Growth
·
32
On the theory of nucleation in two-component systems
1981
·
D.E. Temkin
, V.V. Shevelev
·
Journal of Crystal Growth
·
9
Limiting characteristics of brittle fracture of polymers
1986
·
E.M. Kartashov
, V.V. Shevelev
, et al.
·
Polymer Science U.S.S.R.
·
8
Stochastic Model of Heat Conduction with Stochastic Boundary Conditions
2016
·
V. V. Shevelev
·
Journal of Engineering Physics and Thermophysics
·
5
Brittle-fracture criterion and durability of materials under thermomechanical action
2008
·
V. V. Shevelev
·
Journal of Engineering Physics and Thermophysics
·
5
Stochastic Model of Heat Conduction with Heat Sources or Sinks
2019
·
V. V. Shevelev
·
Journal of Engineering Physics and Thermophysics
·
4
Fracture criterion and durability of brittle materials under conditions of stationary heat and mass transfer
2010
·
V. V. Shevelev
·
Journal of Engineering Physics and Thermophysics
·
4
The Method of Integral Transformations for Solving Boundary-Value Problems for the Heat Conduction Equation in Limited Areas Containing a Moving Boundary
2023
·
V. V. Shevelev
·
Journal of Engineering Physics and Thermophysics
·
3
Fracture Criterion and the Life of Materials during Brittle Fracture
2020
·
V. V. Shevelev
·
Russian Metallurgy (Metally)
·
3
Structural-kinetic stochastic model of fracture and durability of brittle materials
2011
·
V. V. Shevelev
·
Journal of Applied Mechanics and Technical Physics
·
3
The plane stress state of an anisotropic body
1967
·
L. A. Tolokonnikov
, V. V. Shevelev
, et al.
·
International Applied Mechanics
·
3
On the durability of glasses in the range of low stresses
2009
·
V. V. Shevelev
·
Glass Physics and Chemistry
·
2
Prediction of Durability of a Fiber Bundle Under Uniaxial Tension on the Basis of the Thermal-fluctuation Model of Its Brittle Fracture
2023
·
V. V. Shevelev
·
Journal of Applied Mechanics and Technical Physics
·
1
Mathematical model of a brittle crack that takes into account the distribution of cohesive forces between the crack faces and the distance between them
2013
·
V. V. Shevelev
, R. A. Osipov
·
Journal of Applied Mechanics and Technical Physics
·
1
Theory of brittle fracture of high-strength materials
1989
·
V. V. Shevelev
, �. M. Kartashov
·
Materials Science
·
1
Theory of brittle fracture of polymers in surface active media
1986
·
�. M. Kartashov
, V. V. Shevelev
·
Materials Science
·
1
Improving the quality of rail steel
1979
·
K. S. Prosvirin
, V. V. Shevelev
, et al.
·
Metallurgist
·
1
Structural transitions in systems with a triple-well potential
2024
·
L. M. Ozherelkova
, E. S. Savin
, et al.
·
Russian Technological Journal
PDF
Solution of Boundary Problems for the Heat Conductivity Equation in a Limited Domain Containing a Moving Boundary
2022
·
V.V. Shevelev
·
Mathematical Methods in Technologies and Technics
Representation of Solutions of Boundary Value Problems for the Heat Conduction Equation in Noncylindrical Domains in Terms of Green's Function
2021
·
V.V. Shevelev
·
Mathematical Methods in Technologies and Technics
Stochastic Model of Nucleation of New Phase Centers in One-component Melt
2020
·
Valetntin V. Shevelev
·
Bulletin of the Saint Petersburg State Institute of Technology (Technical University)
The Influence of the Temperature Gradient near the Crack Surface on its Stability under Steady-State Thermomechanical Effects
2019
·
V.V. Shevelev
, L.M. Ozherelkova
, et al.
·
Materials science forum
Analytical model of adhesion forces between the crack sides
2012
·
V. V. Shevelev
, R. A. Osipov
·
DOAJ (DOAJ: Directory of Open Access Journals)
Heat transfer from a spherical cavity to a semibounded body with third- and first-kind boundary conditions
1995
·
J.L. Lokshin
, V.G. Ainstein
, et al.
·
Theoretical Foundations of Chemical Engineering
On the critical stress of polymers in a brittle state
1994
·
V. V. Shevelev
, Э. М. Карташов
·
Doklady Physics
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Works count:
33
Citation count:
86
H-index:
5
I10-index:
1
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