SAVE THE THIRD ADIABATIC INVARIANTS OF MOTION IN THE EQUATORIAL PLANE MAGNETIC FIELD WITH A WEAK AXIAL ASYMMETRY
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2015, Vol 2, Issue
Abstract
The question of preservation of the third adiabatic invariant motion of charged particles vII = 0 (equatorial plane) in the flow and the canonical form in magnetic fields having a weak asymmetry. Go to rotating with the angular velocity of the drift coordinate system allows us to reduce the problem to have been solved, namely, the task of saving the third adiabatic invariant in the axially symmetric, but the time-varying magnetic field.
Authors and Affiliations
Vadim Bogdanov, Alexandr Kaisin
Keywords
Related Articles
- EP ID EP486504
- DOI 10.18454/2079-6641-2015-11-2-67-76
- Views 102
- Downloads 0
ON AN INVERSE PROBLEM FOR THE MULTIDIMENSIONAL EQUATION MIXED TYPE OF THE FIRST KIND OF THE SECOND ORDER WITH PERIODIC CONDITIONS
In the present work, the problems of correctness of inverse problem for the multidimensional equation mixed type of the first kind of the second order with periodic conditions are considered. For this problem, the theore...
STABILITY OF SOME DYNAMIC SYSTEMS HEREDITARITY
In the training course of the theory of differential equations, there exists a section on the investigation of the stability of systems of differential equations. If the system of differential equations consists of diffe...
RADIATION VALUES AS TRACERS/INDICATORS OF EXTREMAL PHENOMENA AT THE TERRITORY OF WEST SIBERIA
The results of the monitoring of agreed variations of radiation values on time scales from the synoptic to an annual were analyzed in this paper. These radiation values can serve as indicators of extremal natural and tec...
ON THE STABILITY OF THE BOUNDARY VALUE PROBLEM FOR EVEN ORDER EQUATION
In this paper not well posed problem for the even-order equation is studied. The stability of the problem is restored by additional conditions and conditions to domain.
THE FIRST BOUNDARY VALUE PROBLEM FOR THE NON-HOMOGENEOUS HALLAIRE EQUATION
First boundary value problem is investigated for the Hallaire inhomogeneous equation. With the help of the Fourier method we have found an explicit representation of a regular solution.