# Self-consistent solution for a collisionless plasma slab in motion across a magnetic field

## Related Articles

- Comment on the linear mirror instability near the threshold. Hellinger, Petr // Physics of Plasmas;Aug2007, Vol. 14 Issue 8, p082105
A linear threshold condition of the mirror instability in a homogeneous, multispecies collisionless plasma with a general class of distribution functions is obtained in the low-frequency, long-wavelength limit of the Vlasov-Maxwell equation. In the case of one cold species, the conditions of the...

- Universal properties of the nonadiabatic acceleration of ions in current sheets. Zelenyĭ, L.; Dolgonosov, M.; Grigorenko, E.; Sauvaud, J. // JETP Letters;Apr2007, Vol. 85 Issue 4, p187
The electric-field-induced acceleration of ions in current sheets in a collisionless plasma is investigated. The analysis of nonadiabatic ion dynamics provides a universal property of the ion acceleration mechanism, which is independent of the magnetic-field model and the initial particle...

- Magnetic instabilities in collisionless astrophysical rotating plasma with anisotropic pressure. Mikhailovskii, A. B.; Lominadze, J. G.; Smolyakov, A. I.; Churikov, A. P.; Pustovitov, V. D.; Erokhin, N. N. // Physics of Plasmas;Jun2008, Vol. 15 Issue 6, p062904
A technique is developed for analytical study of instabilities in collisionless astrophysical rotating plasma with anisotropic pressure that may lead to magnetic turbulence. Description is based on a pair of equations for perturbations of the radial magnetic field and the sum of magnetic field...

- Kinetic slow mode-type solitons. K. Baumg�rtel, K.; Sauer, K.; Dubinin, E.; B�chner, J. // Nonlinear Processes in Geophysics;2005, Vol. 12 Issue 2, p291
One-dimensional hybrid code simulations are presented, carried out in order both to study solitary waves of the slow mode branch in an isotropic, collisionless, medium-ï¿½ plasma (ï¿½i=0.25) and to test the fluid based soliton interpretation of Cluster observed strong magnetic depressions...

- Instability of electromagnetic waves in a self-gravitating rotating magnetized dusty plasma with opposite polarity grains. Shukla, Nitin; Moslem, W. M.; Shukla, P. K. // Physics of Plasmas;May2007, Vol. 14 Issue 5, p053702
By using the two fluid and Maxwell equations, the properties of electromagnetic waves in a rotating positive-negative dusty magnetoplasmas are investigated. It is found that the cross-coupling between the equilibrium dust flows and the perturbed magnetic field produces a Lorentz force that...

- Force-free equilibria and reconnection of the magnetic field lines in collisionless plasma configurations. Bobrova, N. A.; Bulanov, S. V.; Sakai, J. I.; Sugiyama, D. // Physics of Plasmas;Mar2001, Vol. 8 Issue 3, p759
The plasma equilibrium in the force-free magnetic field in the framework of collisionless approximation is investigated. The equilibrium solution of the Vlasov-Maxwell equations, describing the distribution function of charged particles in the one-dimensional force-free magnetic field is...

- Tearing Instability of a Force-Free Magnetic Configuration in a Collisionless Plasma. Bobrova, N. A.; Bulanov, S. V.; Vekstein, G. E.; Sakai, J.-I.; Machida, K.; Haruki, T. // Plasma Physics Reports;Jun2003, Vol. 29 Issue 6, p449
The equilibrium and stability of a sheared force-free magnetic field in a collisionless plasma are investigated, and the main features of charged particle motion in such a field are analyzed. A steady solution is derived to the Vlasov-Maxwell equations for the charged particle distribution...

- Energy extraction from intense electron beams in hot plasmas by electron cyclotron waves. Maroli, C.; Petrillo, V.; Lampis, G.; Basilico, F. // Physics of Fluids B: Plasma Physics;Jul92, Vol. 4 Issue 7, p1836
A hot weakly relativistic plasma in a magnetic field is considered in the slab description with an electron distribution which is the sum of an isotropic Maxwellian function plus a second shifted Maxwellian function describing an electron population drifting along the external magnetic field....

- Model of a source-driven plasma interacting with a wall in an oblique magnetic field. Ahedo, E.; Carralero, D. // Physics of Plasmas;Apr2009, Vol. 16 Issue 4, p043506
A fluid model of a magnetized source-driven plasma is discussed for regimes with (Debye length)â‰ª(ion Larmor radius)â‰ª(plasma size and collisional mean-free path). Plasma collection by the wall is determined in terms of angle of incidence, magnetic strength, and plasma collisionality....