Search by keyword: "mathematical model"
Spatial Nonlocality Effect Influence on the Plate Temperature State
| Authors: Savelyeva I.Yu. | Published: 21.02.2024 |
| Published in issue: #1(112)/2024 | |
| DOI: 10.18698/1812-3368-2024-1-28-40 | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Simulation, Numerical Methods and Software Packages | |
| Keywords: mathematical model, nonlocality, heat transfer, multiscale approach, nonequilibrium molecular dynamics | |
Dual Variational Model of a Steady-State Thermal Conductivity Process Taking into Account Spatial Non-Locality
| Authors: Savelyeva I.Yu. | Published: 01.11.2022 |
| Published in issue: #5(104)/2022 | |
| DOI: 10.18698/1812-3368-2022-5-45-61 | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: mathematical model, non-locality, dual variational formulation, functional | |
Variational Formulation of the Mathematical Model of Stationary Heat Conduction with Account for Spatial Nonlocality
| Authors: Savelyeva I.Yu. | Published: 27.04.2022 |
| Published in issue: #2(101)/2022 | |
| DOI: 10.18698/1812-3368-2022-2-68-86 | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: mathematical model, nonlocality, variational formulation, functional, nonlinearity | |
Numerical Solution of the Two-Phase Stefan Problem in the Enthalpy Formulation with Smoothing the Coefficients
| Authors: Vasilyev V.I., Vasilyeva M.V., Stepanov S.P., Sidnyaev N.I., Matveeva O.I., Tseeva A.N. | Published: 26.08.2021 |
| Published in issue: #4(97)/2021 | |
| DOI: 10.18698/1812-3368-2021-4-4-23 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: mathematical model, cryolithozone, enthalpy, Stefan’s problems, coefficient smoothing, latent heat, numerical calculations | |
Simulating the Behaviour of a Rail String Segment under Dynamic Impac
| Authors: Gridasova E.A., Loktev Al.A., Illarionova L.A. | Published: 08.08.2020 |
| Published in issue: #4(91)/2020 | |
| DOI: 10.18698/1812-3368-2020-4-24-41 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: mathematical model, dynamic contact, wheel, rail, wave equation, the function sought for, integro-differential equation, iterative computational scheme | |
Heat Transfer with Absorption in Anisotropic Thermal Protection of High-Temperature Products
| Authors: Formalev V.F., Kolesnik S.A., Garibyan B.A. | Published: 08.10.2019 |
| Published in issue: #5(86)/2019 | |
| DOI: 10.18698/1812-3368-2019-5-35-49 | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: heat transfer, absorption, anisotropic thermal protection, thermal conductivity tensor, heat flows, temperature, heat capacity, density, analytical solution, mathematical model, localization | |
Numerical Simulation of Aluminum Particle Aerosol Combustion Employing a Probability Density Function and Two Spatial Coordinates
| Authors: Romanova T.N., Yagodnikov D.A., Shchetinin G.A. | Published: 05.12.2018 |
| Published in issue: #6(81)/2018 | |
| DOI: 10.18698/1812-3368-2018-6-75-91 | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: ignition, combustion, powdered aluminum, polydisperse aerosol, two-dimensional probability density function, mathematical model, numerical calculation, powdered aluminum | |
Numerical Simulation of Aluminum Particle Aerosol Combustion Employing a Probability Density Function and Two Spatial Coordinates
| Authors: Romanova T.N., Yagodnikov D.A., Shchetinin G.A. | Published: 05.12.2018 |
| Published in issue: #6(81)/2018 | |
| DOI: 10.18698/1812-3368-2018-6-75-91 | |
| Category: Physics | Chapter: Thermal Physics and Theoretical Heat Engineering | |
| Keywords: ignition, combustion, powdered aluminum, polydisperse aerosol, two-dimensional probability density function, mathematical model, numerical calculation, powdered aluminum | |
The Temperature State of a Plane Polymer Dielectric Layer with Temperature-Dependent Heat Conduction
| Authors: Zarubin V.S., Savelyeva I.Yu., Stankevich I.V. | Published: 01.08.2018 |
| Published in issue: #4(79)/2018 | |
| DOI: 10.18698/1812-3368-2018-4-14-23 | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: dielectric, temperature state, mathematical model, integral relation, dielectric thermal breakdown | |
The Temperature State of a Plane Polymer Dielectric Layer with Temperature-Dependent Heat Conduction
| Authors: Zarubin V.S., Savelyeva I.Yu., Stankevich I.V. | Published: 01.08.2018 |
| Published in issue: #4(79)/2018 | |
| DOI: 10.18698/1812-3368-2018-4-14-23 | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: dielectric, temperature state, mathematical model, integral relation, dielectric thermal breakdown | |