1998
DOI: 10.1088/0741-3335/40/4/002
|View full text |Cite
|
Sign up to set email alerts
|

Alfvén wave driving forces and plasma flow in tokamak plasmas

Abstract: The resonant and non-resonant current drive and plasma flow produced by the Alfvén and fast waves are discussed for both collisional and collisionless magnetized plasmas. The magneto-hydrodynamics approach is used to study collisional plasma regimes, and the kinetic model is considered for the weakly collisional plasmas. Time-averaged poloidal and toroidal ponderomotive forces driven by the Alfvén waves are estimated analytically and calculated numerically. The effect of plasma flow on the driving forces is fo… Show more

Help me understand this report

Search citation statements

Order By: Relevance

Paper Sections

Select...
2
1
1

Citation Types

0
23
0
1

Year Published

1999
1999
2004
2004

Publication Types

Select...
7
1

Relationship

0
8

Authors

Journals

citations
Cited by 16 publications
(24 citation statements)
references
References 25 publications
(45 reference statements)
0
23
0
1
Order By: Relevance
“…Using continuity and induction equations, the electromagnetic stress force can be represented as the sum [7,8] of a gradient part, F ͑a͒ ≠,u 1͑͞2rv͒ Im= r ͑rj r E ‫ء‬ u ͒ and F ͑a͒ ≠,z 1͑͞2v͒ Im= r ͑j r E ‫ء‬ z ͒, and a wave momentum transfer force W ͑a͒ k͞v, which is proportional to wave dissipation, W ͑a͒ j ͑a͒ ?Ẽ, wherej ͑a͒ s 2iv͑͞4p͒ P p´͑ a͒ spẼ p . The poloidal component of the viscosity force can be represented as the sum of the neoclassical ion viscosity force [3,6], F p neo,u m neo V 0u (m neo is the ion viscosity coefficient), and the collisionless gyroviscosity force [14],…”
Section: Ion Larmour Radius Effect On Rf Ponderomotive Forces and Indmentioning
confidence: 99%
See 2 more Smart Citations
“…Using continuity and induction equations, the electromagnetic stress force can be represented as the sum [7,8] of a gradient part, F ͑a͒ ≠,u 1͑͞2rv͒ Im= r ͑rj r E ‫ء‬ u ͒ and F ͑a͒ ≠,z 1͑͞2v͒ Im= r ͑j r E ‫ء‬ z ͒, and a wave momentum transfer force W ͑a͒ k͞v, which is proportional to wave dissipation, W ͑a͒ j ͑a͒ ?Ẽ, wherej ͑a͒ s 2iv͑͞4p͒ P p´͑ a͒ spẼ p . The poloidal component of the viscosity force can be represented as the sum of the neoclassical ion viscosity force [3,6], F p neo,u m neo V 0u (m neo is the ion viscosity coefficient), and the collisionless gyroviscosity force [14],…”
Section: Ion Larmour Radius Effect On Rf Ponderomotive Forces and Indmentioning
confidence: 99%
“…The relations between the oscillating current and velocity and the components of the rf electric fields are determined by the dielectric tensor´͑ a͒ sp (see, for example, Refs. [8,13]):…”
Section: Ion Larmour Radius Effect On Rf Ponderomotive Forces and Indmentioning
confidence: 99%
See 1 more Smart Citation
“…According to the theory, ITB appear in tokamaks because of the current profile modification (negative shear) or strongly sheared poloidal rotation [3]. In this line of study, AW are currently being considered as a tool to control current profile and to drive the locally sheared plasma flow in tokamaks [4] because they can deposit energy mainly at the local Alfvén resonance. The idea of heating magnetically confined plasmas by the resonant absorption of RF fields using the local AW resonance began with the theoretical work carried out by Dolgopolov and Stepanov [5], Grossmann and Tataronis [6], and Hasegawa and Chen [7].…”
Section: Introductionmentioning
confidence: 99%
“…al. [73]. Esta teoria das forças ponderomotorasé usada no código cilíndrico para a implementação da subrotina "forças ponderomotoras" † .…”
Section: Capítulo 5 Forças Ponderomotorasunclassified