The expansion into vacuum of a one-dimensional, collisionless, negative ion plasma is investigated in the framework of the Vlasov–Poisson model. The basic equations are written in a ‘‘new time space’’ by use of a rescaling transformation and, subsequently, solved numerically through a fully Eulerian code. As in the case of a two species plasma, the time-asymptotic regime is found to be self-similar with the temperature decreasing as t22. The numerical results exhibit clearly the physically expected effects produced by the variation of parameters such as initial temperatures, mass ratios and charge of the negative ions
A one-dimensional model of a small plasma ion source (10cm long) is studied. A hybrid simulation whe...
The plasma parameter dependencies of the dynamics during the expansion of plasma are studied with th...
A one-dimensional Monte Carlo collision–particle-in-cell plasma computer code was used to simulate p...
The expansion into vacuum of a one-dimensional, collisionless, negative ion plasma is investigated i...
International audienceThe effect of elastic Coulomb collisions on the one-dimensional expansion of a...
This paper considers the asymptotic and numerical solution of a simple model for the expansion of a ...
A comprehensive theory is developed to describe the expansion of a plasma into vacuum with a two-tem...
International audienceWe present a self-similar three-dimensional and spherically symmetric fluid mo...
In this study, relativistic Vlasov simulation of plasma for expansion of collisionless plasma for ...
A paraxial model of an unmagnetized, collisionless plasma plume expanding into vacuum is presented. ...
A one-dimensional Eulerian Vlasov code is used to study the self-consistent solution of a plasma fa...
SUMMARY The expansion dynamics of a finite size plasma is examined from an analytical perspective....
The effect of a pressure gradient (∼133 Pa–0.133 Pa) on electron and ion energy distributions in a r...
Proceeding of: 35th International Electric Propulsion Conference (IEPC)The one-dimensional (paraxial...
This paper is devoted to the study of collisionless multicomponent plasma expansion in vacuum discha...
A one-dimensional model of a small plasma ion source (10cm long) is studied. A hybrid simulation whe...
The plasma parameter dependencies of the dynamics during the expansion of plasma are studied with th...
A one-dimensional Monte Carlo collision–particle-in-cell plasma computer code was used to simulate p...
The expansion into vacuum of a one-dimensional, collisionless, negative ion plasma is investigated i...
International audienceThe effect of elastic Coulomb collisions on the one-dimensional expansion of a...
This paper considers the asymptotic and numerical solution of a simple model for the expansion of a ...
A comprehensive theory is developed to describe the expansion of a plasma into vacuum with a two-tem...
International audienceWe present a self-similar three-dimensional and spherically symmetric fluid mo...
In this study, relativistic Vlasov simulation of plasma for expansion of collisionless plasma for ...
A paraxial model of an unmagnetized, collisionless plasma plume expanding into vacuum is presented. ...
A one-dimensional Eulerian Vlasov code is used to study the self-consistent solution of a plasma fa...
SUMMARY The expansion dynamics of a finite size plasma is examined from an analytical perspective....
The effect of a pressure gradient (∼133 Pa–0.133 Pa) on electron and ion energy distributions in a r...
Proceeding of: 35th International Electric Propulsion Conference (IEPC)The one-dimensional (paraxial...
This paper is devoted to the study of collisionless multicomponent plasma expansion in vacuum discha...
A one-dimensional model of a small plasma ion source (10cm long) is studied. A hybrid simulation whe...
The plasma parameter dependencies of the dynamics during the expansion of plasma are studied with th...
A one-dimensional Monte Carlo collision–particle-in-cell plasma computer code was used to simulate p...