The paper describes principles of two non-standard numerical iterative methods of investigating the spatial arrangement of stationary or quasi-stationary fields, inspired by the anticipated real behaviour of the physical reality. This wave method simulates a field in which quantities propagate in accordance with generalized Huygens’ Principle in a discrete mesh. The basis of the method of the uniform energy distribution follows directly from the method’s name. The submitted illustrative examples show the possible applications of both the methods
In this paper, linear field problems with a varying physical parameter are solved with the conjugate...
Coupled with the Houbolt method, a third order finite difference time marching scheme, the method of...
Abstract. Three fully discrete finite element methods are developed for approximating wave maps into...
The paper describes principles of two non-standard numerical iterative methods of investigating the ...
Abstract: There are presented the quasi-stationary electromagnetic fields simulation algor...
Abstract: Methods for a numerical solution of Maxwell's equations in the quasi-stationary ...
This article gathers useful, simple algorithms and their physical interpretations for field solution...
<p>The energy method uses reciprocity works theorem and transformation of occurring hypersingular in...
Simulation of wave propagation processes in inhomogeneous media is based on kinematic and dynamic pr...
Abstract: The two-step algorithm for solving problems with a linear elliptic operator, for...
Many nonequilibrium phenomena are spatially extended, and the most popular means to model them is th...
This article gathers useful, simple algorithms and their physical interpretations for field solution...
Huygens' principle is very intuitive and useful for considering the behavior of waves. The author tr...
In this work, a meshless scheme is presented for the fast simulation of multi-dimensional wave probl...
In this report dynamic solution of unbounded domains using pure finite element method is presented. ...
In this paper, linear field problems with a varying physical parameter are solved with the conjugate...
Coupled with the Houbolt method, a third order finite difference time marching scheme, the method of...
Abstract. Three fully discrete finite element methods are developed for approximating wave maps into...
The paper describes principles of two non-standard numerical iterative methods of investigating the ...
Abstract: There are presented the quasi-stationary electromagnetic fields simulation algor...
Abstract: Methods for a numerical solution of Maxwell's equations in the quasi-stationary ...
This article gathers useful, simple algorithms and their physical interpretations for field solution...
<p>The energy method uses reciprocity works theorem and transformation of occurring hypersingular in...
Simulation of wave propagation processes in inhomogeneous media is based on kinematic and dynamic pr...
Abstract: The two-step algorithm for solving problems with a linear elliptic operator, for...
Many nonequilibrium phenomena are spatially extended, and the most popular means to model them is th...
This article gathers useful, simple algorithms and their physical interpretations for field solution...
Huygens' principle is very intuitive and useful for considering the behavior of waves. The author tr...
In this work, a meshless scheme is presented for the fast simulation of multi-dimensional wave probl...
In this report dynamic solution of unbounded domains using pure finite element method is presented. ...
In this paper, linear field problems with a varying physical parameter are solved with the conjugate...
Coupled with the Houbolt method, a third order finite difference time marching scheme, the method of...
Abstract. Three fully discrete finite element methods are developed for approximating wave maps into...