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 |
Analytical Solution of Nonlinear Parabolic Equations with Non-Stationary Exponent of Nonlinearity
Authors: Granik I.S., Gribov A.F. | Published: 01.08.2018 |
Published in issue: #4(79)/2018 | |
DOI: 10.18698/1812-3368-2018-4-4-13 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: quasi-linear parabolic equation, non-stationary non-linearity, spatial localization |
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 |
Dynamic Temperature Stresses in Elastic Body with Curved Boundary
Authors: Savelyeva I.Yu. | Published: 26.01.2018 |
Published in issue: #1(76)/2018 | |
DOI: 10.18698/1812-3368-2018-1-38-46 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: temperature stresses, curved boundary, elastic solid, mean curvature |
Modification of the LS-STAG Immersed Boundary Method for Simulating Turbulent Flows
Authors: Marchevsky I.K., Puzikova V.V. | Published: 27.09.2017 |
Published in issue: #5(74)/2017 | |
DOI: 10.18698/1812-3368-2017-5-19-34 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: immersed boundary method, LS-STAG method, turbulence models, Reynolds-averaged Navier — Stokes equations, large eddy simulation, detached eddy simulation, airfoil |
Variational Notation of a Thermal Breakdown Model for a Solid Dielectric with Temperature-Dependent Thermal Conductivity
Authors: Zarubin V.S. | Published: 27.09.2017 |
Published in issue: #5(74)/2017 | |
DOI: 10.18698/1812-3368-2017-5-4-18 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: dielectric, thermal breakdown, mathematical model, functional, thermal conductivity potential |
On the New Form of Representing Cauchy Problem for Schrodinger Equation on the Real Time
Authors: Grishin D.V., Pavlovskiy Ya.Yu., Remizov I.D., Rozhkova E.S., Samsonov D.A. | Published: 14.02.2017 |
Published in issue: #1(70)/2017 | |
DOI: 10.18698/1812-3368-2017-1-26-42 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: Schrodinger equation, Cauchy problem, quasi-Feynman formula, heat equation, Chernoff tangency, multiple integral, operator semigroup |
Exact Solution to the Dirichlet Problem for Degenerating on the Boundary Elliptic Equation of Tricomi - Keldysh Type in the Half-Space
Authors: Algazin O.D. | Published: 12.10.2016 |
Published in issue: #5(68)/2016 | |
DOI: 10.18698/1812-3368-2016-5-4-17 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: Fourier transform, Tricomi equation, Dirichlet problem, approximation to the ide"Шу, self-similar solution, similarйу method, generalized functions of slow growth |
The solution of the mixed boundary value problem of Dirichlet- Neumann for the Poisson equation in a multidimensional infinite layer
Authors: Algazin O.D., Kopaev A.V. | Published: 15.06.2016 |
Published in issue: #3(66)/2016 | |
DOI: 10.18698/1812-3368-2016-3-42-56 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: Fourier transform, Poisson equation, mixed boundary value problem, tempered distributions, Green’s function |
Evolution of spatially localized thermal perturbations
Authors: Martinson L.K., Chigiryova O.Yu. | Published: 24.12.2015 |
Published in issue: #6(63)/2015 | |
DOI: 10.18698/1812-3368-2015-6-16-24 | |
Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
Keywords: boundary problem of nonlinear heat conduction, effect of spatial localization of thermal perturbations |