All articles by "Volkov I.K."
Steady-State Temperature Field in a Separator System Featuring Active Thermal Protection with Anisotropic Properties
| Authors: Attetkov A.V., Vlasov P.A., Volkov I.K. | Published: 08.06.2020 |
| Published in issue: #3(90)/2020 | |
| DOI: 10.18698/1812-3368-2020-3-4-19 | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: isotropic separator wall, medium, thermally active layer, anisotropic coating, local heating, steady-state temperature field, integral transforms | |
Temperature Field of Anisotropic Half-Space at its Local Heating under Conditions of Heat Exchange with External Environment
| Authors: Attetkov A.V., Volkov I.K. | Published: 08.06.2018 |
| Published in issue: #3(78)/2018 | |
| DOI: 10.18698/1812-3368-2018-3-4-12 | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: anisotropic half-space, heat exchange with external environment, local-heating, temperature field, integral transformations | |
Self-Similar Solution of Heat Transport Problems in Solid with Heat-Absorbing Coating Spherical Hot Spot
| Authors: Attetkov A.V., Volkov I.K. | Published: 10.08.2016 |
| Published in issue: #4(67)/2016 | |
| DOI: 10.18698/1812-3368-2016-4-97-106 | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: isotropic solid, spherical hot spot, thermal thin heat-absorbing coating, temperature field, selfsimilar solution | |
Solving particular class of unsteady heat conductivity problems in the domain with moving boundary by splitting the generalized Fourier transformation
| Authors: Attetkov A.V., Volkov I.K. | Published: 22.06.2015 |
| Published in issue: #1(1)/1998 | |
| DOI: 10.18698/1812-3368-1998-1- | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: Fourier transformation, boundary value problem | |
Mathematical simulation of heat transfer processes in the region with moving boundary under conditions of nonstationary heat exchange with surroundings
| Authors: Attetkov A.V., Volkov I.K. | Published: 31.03.2015 |
| Published in issue: #1(2)/1999 | |
| DOI: | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: mathematical simulation, heat transfer, non-stationary heat exchange | |
Temperature Field of Domain with Spherical Source of Heating
| Authors: Attetkov A.V., Volkov I.K. | Published: 01.09.2014 |
| Published in issue: #1(6)/2001 | |
| DOI: | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: temperature field, mathematical simulation, gas at high temperature, spherical source of heating | |
Feasibility of Identification of Mathematical Models of Evolutionary Processes
| Authors: Volkov I.K. | Published: 23.04.2014 |
| Published in issue: #3(18)/2005 | |
| DOI: | |
| Category: Applied Mathematics and Methods of Mathematical Simulation | |
| Keywords: | |
Singular Integral Transform for Determination of Temperature Field in Two-Layer Domain with Moving Boundary
| Authors: Attetkov A.V., Vlasova L.N., Volkov I.K. | Published: 09.09.2013 |
| Published in issue: #4(43)/2011 | |
| DOI: | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: two-layer half-space, mobility of boundary, temperature field, singular integral transform | |
Estimating the Probability of Implementation of Variants of Development of Interacting Cell’s Populations
| Authors: Bochkov N.P., Vinogradova M.S., Volkov I.K. | Published: 06.09.2013 |
| Published in issue: #3(42)/2011 | |
| DOI: | |
| Category: Applied Mathematics and Methods of Mathematical Simulation | |
| Keywords: mathematical model, probability of implementation, dynamics of quantity, stem cells, selective reproduction | |
Specific Features of Shock Wave Propagation in the Two-Phase Porous Material
| Authors: Attetkov A.V., Volkov I.K., Pilyavskaya Ye.V. | Published: 17.08.2013 |
| Published in issue: #2(49)/2013 | |
| DOI: | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: shock wave, two-phase porous material, qualitative theory of differential equations | |