The present paper describes a direct method of obtaining are expression of the distribution function of charged particles which diffuse in a plasma. The distribution function in velocity, angle and time is presented starting from the Fokker-Planck equation. Temperature, average velocity and energy of charged particles (electron or ions) have also been calculated as functions of time. © 1992 Società Italiana di Fisica
Abstract: This paper is presenting the derivation method of the Fokker-Planck equation bas...
A Fokker-Planck-type kinetic equation modeling a test-particle weakly interacting with an electrosta...
The velocity distribution function and transport coefficients for charged particles in weakly ionize...
The present paper describes a direct method of obtaining are expression of the distribution function...
The Fokker-Planck equation describing a beam of charged particles entering a homogeneous medium is s...
A formalism for obtaining a discrete ordinates solution of the time and space-dependent Fokker-Planc...
A formalism for obtaining a discrete ordinates solution of the time and space-dependent Fokker-Planc...
In this work, two numerical methods are developed to solve the Fokker-Planck charged particle transp...
In this paper the Fokker-Planck equation, which takes into account the medium absorbtion and the Ma...
The statistical distribution function introduced by Boltzmann and his ki- netic equation are the fu...
In this paper the Fokker-Planck equation, which takes into account the medium absorption and the Ma...
The velocity distribution function and transport coefficients for charged particles in weakly ionize...
The energy relaxation of two types of fully ionized plasma systems are determined with the solution ...
The time-independent slowing-in distribution is evaluated for a fast beam of test particles released...
Starting with Liouville's equation, a set of equations is derived in the random-phase approximation ...
Abstract: This paper is presenting the derivation method of the Fokker-Planck equation bas...
A Fokker-Planck-type kinetic equation modeling a test-particle weakly interacting with an electrosta...
The velocity distribution function and transport coefficients for charged particles in weakly ionize...
The present paper describes a direct method of obtaining are expression of the distribution function...
The Fokker-Planck equation describing a beam of charged particles entering a homogeneous medium is s...
A formalism for obtaining a discrete ordinates solution of the time and space-dependent Fokker-Planc...
A formalism for obtaining a discrete ordinates solution of the time and space-dependent Fokker-Planc...
In this work, two numerical methods are developed to solve the Fokker-Planck charged particle transp...
In this paper the Fokker-Planck equation, which takes into account the medium absorbtion and the Ma...
The statistical distribution function introduced by Boltzmann and his ki- netic equation are the fu...
In this paper the Fokker-Planck equation, which takes into account the medium absorption and the Ma...
The velocity distribution function and transport coefficients for charged particles in weakly ionize...
The energy relaxation of two types of fully ionized plasma systems are determined with the solution ...
The time-independent slowing-in distribution is evaluated for a fast beam of test particles released...
Starting with Liouville's equation, a set of equations is derived in the random-phase approximation ...
Abstract: This paper is presenting the derivation method of the Fokker-Planck equation bas...
A Fokker-Planck-type kinetic equation modeling a test-particle weakly interacting with an electrosta...
The velocity distribution function and transport coefficients for charged particles in weakly ionize...