Add to ORKGTexto completo. Acesso restrito. p. 471-481A two-spacial dimension electronic system characterized by a plasma parameter F ~< 1 is analyzed; then, by using a rigorous non-equilibrium statistical mechanical theory, the evolution of distribution function is considered. A generalized Vlasov equation (GVE) is derived. Compared to the usual Vlasov equation, GVE presents an additional velocitydependent correlation term. Taking as a starting point the GVE, the phenomenological approximation to two-particles function, f2(rlr2ptp2; t) = f~(rlp~; t)fl(r2P2; t)g(r~ - r2) , proposed by Singwi, Tosi, Landi and Sjolander is analyzed
On the basis of a generally covariant Liouville-Vlasov equation, relativistic statistical systems of...
A new approach to the many-electron atom, based on the formal equivalence between the Hartree-Fock e...
Making use of a recently developed quasi-linear formulation of 1D Vlasov equation, we derive the bal...
Texto completo: acesso restrito. p.552–562An electronic system is considered as a quantum plasma cha...
A theory of thermal fluctuations in plasmas is developed based on a probability ensemble for one-par...
The motion of a collisionless plasma is described by the Vlasov–Poisson (VP) system, or in the prese...
Collisionless plasmas in an arbitrary dynamical state are described by the Vlasov equation, which gi...
A statistical mechanical theory for the investigation of the effects of nonlinear fluctuations in a ...
Difficulties in founding microscopically the Vlasov equation for Coulomb-interacting particles are r...
The methods developed by Prigogine and coworkers are used to establish a rigorous statistical mechan...
Vlasov equations studies and applications of statistical mechanics to plasma dynamic
On the basis of the scale covariance of the correlation functions under a space-time coarse graining...
A self-consistent theory of phase space granulations, called "clumps", has been derived. T...
Starting from predictive relativistic mechanics we develop a classical relativistic statistical mech...
AbstractThe dynamics of dilute electrons and plasma can be modeled by Vlasov–Poisson–Boltzmann equat...
On the basis of a generally covariant Liouville-Vlasov equation, relativistic statistical systems of...
A new approach to the many-electron atom, based on the formal equivalence between the Hartree-Fock e...
Making use of a recently developed quasi-linear formulation of 1D Vlasov equation, we derive the bal...
Texto completo: acesso restrito. p.552–562An electronic system is considered as a quantum plasma cha...
A theory of thermal fluctuations in plasmas is developed based on a probability ensemble for one-par...
The motion of a collisionless plasma is described by the Vlasov–Poisson (VP) system, or in the prese...
Collisionless plasmas in an arbitrary dynamical state are described by the Vlasov equation, which gi...
A statistical mechanical theory for the investigation of the effects of nonlinear fluctuations in a ...
Difficulties in founding microscopically the Vlasov equation for Coulomb-interacting particles are r...
The methods developed by Prigogine and coworkers are used to establish a rigorous statistical mechan...
Vlasov equations studies and applications of statistical mechanics to plasma dynamic
On the basis of the scale covariance of the correlation functions under a space-time coarse graining...
A self-consistent theory of phase space granulations, called "clumps", has been derived. T...
Starting from predictive relativistic mechanics we develop a classical relativistic statistical mech...
AbstractThe dynamics of dilute electrons and plasma can be modeled by Vlasov–Poisson–Boltzmann equat...
On the basis of a generally covariant Liouville-Vlasov equation, relativistic statistical systems of...
A new approach to the many-electron atom, based on the formal equivalence between the Hartree-Fock e...
Making use of a recently developed quasi-linear formulation of 1D Vlasov equation, we derive the bal...