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 78
- Downloads 0
ENVIRONMENTAL SAFETY NANOPOWDERS
A question about the environmental safety of the nano world, as well as some aspects of the development of safety standards nanomaterials.
ON SOME NEW ESTIMATES RELATED WITH DISTANCE FUNCTION FOR DIFFERENTIAL FORMS
In this short note we consider a new extremal problem for some general spaces of differential forms and provide some estimates for related distance function.
THE USE OF PARALLEL PROGRAMMING METHODS FOR TIME-FREQUENCY ANALYSIS OF GEOACOUSTIC EMISSION SIGNALS
It has been shown in previous studies that the sparse approximation methods with combined dictionary and refining have been used for this purpose. The main disadvantage of this method is its computational expensive. The...
THE INFLUENCE OF URBAN AREA (TECHNOSPHERE) ON VARIATIONS OF ELECTROPHYSICAL AND RADIATION QUANTITIES
The detail analysis of results of simultaneous monitoring of the same electrophysical, meteorological and radiation quantities inside and outside of buildings with the aim of revealing of technosphere influence on behavi...
BOUNDARY-VALUE PROBLEMS WITH GENERALIZED GLUING CONDITIONS FOR A LOADED DIFFERENTIAL EQUATION WITH A PARABOLIC-HYPERBOLIC OPERATOR
In the present work we study the unique solvability of local boundary value problems with generalized gluing conditions for the third order differential equation with a loaded parabolic-hyperbolic operator.