|
Differential Equations and Mathematical Physics
|
|
Quantum evolution as a usual mechanical motion of peculiar continua A. Yu. Samarin
|
7 |
|
The energy transfer velocity by a plane monochromatic
electromagnetic wave through a layer of matter M. V. Davidovich
|
22 |
|
Asymptotic estimates of the difference of products of Bessel functions by the integral of these functions K. B. Sabitov
|
41 |
|
|
Mechanics of Solids
|
|
Analytical solution of elastostatic problems of a simply connected body loaded with nonconservative volume forces: theoretical and algorithmic support V. B. Penkov, L. Levina, O. S. Novikova
|
56 |
|
Elastic-plastic analysis of rotating solid shaft by maximum
reduced stress yield criterion A. N. Prokudin
|
74 |
|
|
Mathematical Modeling, Numerical Methods and Software Complexes
|
|
Numerical modeling of eccentric cylindrical shells partially filled with a fluid S. A. Bochkarev, S. V. Lekomtsev, A. N. Senin
|
95 |
|
A priori error estimates of the local discontinuous Galerkin method on staggered grids
for solving a parabolic equation for the homogeneous Dirichlet problem R. V. Zhalnin, V. F. Masyagin, E. E. Peskova, V. F. Tishkin
|
116 |
|
Numerical integration by the matrix method and evaluation of the approximation order of difference boundary value problems for non-homogeneous linear ordinary differential equations of the fourth order with variable coefficients V. N. Maklakov, M. A. Ilicheva
|
137 |
|
The splitting of Navier–Stokes equations for a class of axisymmetric flows G. B. Sizykh
|
163 |
|
|
Short Communication
|
|
Differential Equations and Mathematical Physics
|
|
On extension of the domain for analytical approximate solution of one class of nonlinear differential equations of the second order in a complex domain V. N. Orlov, T. Yu. Leontieva
|
174 |
|
The nonlocal problem for a non-stationary third order composite type equation with general boundary condition A. R. Khashimov
|
187 |
|
Mechanics of Solids
|
|
Integro-differential equations of the second boundary value problem of linear elasticity theory.
Communication 2. Inhomogeneous anisotropic body V. V. Struzhanov
|
199 |