Abstract: The present paper is devoted to the description of numerical approach of solution boundary value problem for systems of hyperbolic partial equations. Convergence of the difference scheme used in this technique is proved. Outcomes of calculations for test problem about simulation electromagnetic fields inside rectangular area with spending boundaries are reduced.Note: Research direction:Mathematical problems and theory of numerical method
Problems of numerical methods for calculating hyperbolic systems of equations with several variables...
Hyperbolic heat conduction problem is solved numerically. The explicit and implicit Euler schemes ar...
Abstract--A nonstandard finite element method for hyperbolic systems of partial differential equatio...
The manual describe and examines modern numerical methods for the numerical solution of partial diff...
We discuss possibilities of application of Numerical Analysis methods toproving computability, in th...
In the following text an overview is given of numerical schemes which can be used to solve hyperboli...
A numerical method is proposed for solving hyperbolic-parabolic partial differential equations with ...
The paper is concerned with singular systems and equations of hyperbolic type. The aim is to prove t...
AbstractInvestigated is the method of lines and a corresponding numerical method for the solution of...
1. In t roduct ion. In mathematical modeling of physical-chemical processes in composite bodies. it ...
In this paper some aspects concerning the finite element solution of the electromagnetic propagation...
Hyperbolic partial differential equations (PDEs) are mathematical models of wave phenomena, with app...
AbstractAn easy-to-apply algorithm is proposed to determine the correct set(s) of boundary condition...
In this paper we study the development of boundary layers in parabolic approximate solutions of the ...
AbstractA linear hyperbolic partial differential equation has been approximated by an implicit finit...
Problems of numerical methods for calculating hyperbolic systems of equations with several variables...
Hyperbolic heat conduction problem is solved numerically. The explicit and implicit Euler schemes ar...
Abstract--A nonstandard finite element method for hyperbolic systems of partial differential equatio...
The manual describe and examines modern numerical methods for the numerical solution of partial diff...
We discuss possibilities of application of Numerical Analysis methods toproving computability, in th...
In the following text an overview is given of numerical schemes which can be used to solve hyperboli...
A numerical method is proposed for solving hyperbolic-parabolic partial differential equations with ...
The paper is concerned with singular systems and equations of hyperbolic type. The aim is to prove t...
AbstractInvestigated is the method of lines and a corresponding numerical method for the solution of...
1. In t roduct ion. In mathematical modeling of physical-chemical processes in composite bodies. it ...
In this paper some aspects concerning the finite element solution of the electromagnetic propagation...
Hyperbolic partial differential equations (PDEs) are mathematical models of wave phenomena, with app...
AbstractAn easy-to-apply algorithm is proposed to determine the correct set(s) of boundary condition...
In this paper we study the development of boundary layers in parabolic approximate solutions of the ...
AbstractA linear hyperbolic partial differential equation has been approximated by an implicit finit...
Problems of numerical methods for calculating hyperbolic systems of equations with several variables...
Hyperbolic heat conduction problem is solved numerically. The explicit and implicit Euler schemes ar...
Abstract--A nonstandard finite element method for hyperbolic systems of partial differential equatio...