FusionPapers
図版検索AI要約wiki日本の研究装置ジャーナルChatGPTAbout
© 2026 FUSIONPAPERS
About法務情報
トップに戻る

Magnetic field line flow as a Hamiltonian problem

K Elsasser1986年Plasma Physics and Controlled FusionIF 2.2出版社

The stochastic stability of a plasma torus with nested magnetic surfaces of arbitrary cross-section is investigated. The equations for field lines are put into Hamiltonian form, exhibiting both gauge and canonical symmetry. A careful application of Chirikov's (1979) overlap criterion leads to a formula for critical resonant fluctuations which should be valid for the whole cross-section and for arbitrary mode numbers m, n.

この論文にはまだAI要約がありません。

関連論文

Hamiltonian four-field model for magnetic reconnection: nonlinear dynamics and extension to three dimensions with externally applied fields

2010Nuclear Fusion

Control of stochasticity in magnetic field lines

2006Nuclear Fusion

Topologic study of a magnetic perturbation in a 3D free boundary plasma equilibrium

1998Plasma Physics and Controlled Fusion

On the canonical Hamiltonian structure of the drift equations of motion for a charged particle in a magnetic field

1987Plasma Physics and Controlled Fusion

Destruction of magnetic surfaces by magnetic field irregularities: Part II

1967Nuclear Fusion

FLiT: a field line trace code for magnetic confinement devices

2017Plasma Physics and Controlled Fusion

Electrostatic turbulence and transport with stochastic magnetic field lines

2002Plasma Physics and Controlled Fusion

Hydromagnetic equilibria and their proper coordinates

1960Nuclear Fusion

Equilibrium of a small toroidal plasma column with an arbitrary current distribution along the cross section

1963Nuclear Fusion

Nonlinear Magnetohydrodynamics

1998Nuclear Fusion