AbstractThe method of matched asymptotic expansions is applied to a problem which is of importance in the modelling of high-pressure gas-discharge arcs. In the solution domain, three different regions are distinguished, in each of which an asymptotic solution can be given. These match smoothly in two regions of common validity. The results are used in a companion paper [1]
Realistic models for physical phenomena in singular perturbation theory often involve multiscale pro...
This paper presents the 3-D CFD calculation results of the pressure rise due to the High Energy Arci...
We study the stability of the energy balance of the electron gas in very high–pressure plasmas agai...
AbstractThe method of matched asymptotic expansions is applied to a problem which is of importance i...
An asymptotic analysis of the Elenbaas–Heller equation for a radiating wall-stabilized high-pressure...
When the maximum temperatures within a high-pressure gas discharge arc are lower than the ionization...
In chapter I known asymptotic forms and expansions of the hypergeometric function obtained by Erdély...
AbstractWe present a composite expansion solution to the Troesch problem using the method of matched...
A boundary-layer model for a plane free-burning high-pressure gas-discharge arc is given. For the de...
This thesis is concerned with the unsteady expansion of an initially uniform, stationary gas into a ...
We aim to introduce on simple examples the Method of Matched Asymptotic Expansions (”Méthode des De...
10 pagesInternational audienceWe consider the hydrogen quantum plasma in the Saha regime, where it a...
AbstractIn this paper, we investigate the asymptotic behavior of the generalized solution to the com...
The fundamental physical mechanisms of electric arc discharges were described first by J.Stark in 19...
A widely used approach to simulation of high-pressure arc discharges is based on the system of mag...
Realistic models for physical phenomena in singular perturbation theory often involve multiscale pro...
This paper presents the 3-D CFD calculation results of the pressure rise due to the High Energy Arci...
We study the stability of the energy balance of the electron gas in very high–pressure plasmas agai...
AbstractThe method of matched asymptotic expansions is applied to a problem which is of importance i...
An asymptotic analysis of the Elenbaas–Heller equation for a radiating wall-stabilized high-pressure...
When the maximum temperatures within a high-pressure gas discharge arc are lower than the ionization...
In chapter I known asymptotic forms and expansions of the hypergeometric function obtained by Erdély...
AbstractWe present a composite expansion solution to the Troesch problem using the method of matched...
A boundary-layer model for a plane free-burning high-pressure gas-discharge arc is given. For the de...
This thesis is concerned with the unsteady expansion of an initially uniform, stationary gas into a ...
We aim to introduce on simple examples the Method of Matched Asymptotic Expansions (”Méthode des De...
10 pagesInternational audienceWe consider the hydrogen quantum plasma in the Saha regime, where it a...
AbstractIn this paper, we investigate the asymptotic behavior of the generalized solution to the com...
The fundamental physical mechanisms of electric arc discharges were described first by J.Stark in 19...
A widely used approach to simulation of high-pressure arc discharges is based on the system of mag...
Realistic models for physical phenomena in singular perturbation theory often involve multiscale pro...
This paper presents the 3-D CFD calculation results of the pressure rise due to the High Energy Arci...
We study the stability of the energy balance of the electron gas in very high–pressure plasmas agai...