Toroidal and poloidal momentum transport studies in tokamaks
Artikel i vetenskaplig tidskrift, 2007

The present status of understanding of toroidal and poloidal momentum transport in tokamaks is presented in this paper. Similar energy confinement and momentum confinement times, i.e. tau(E)/tau(phi)approximate to 1 have been reported on several tokamaks. It is more important though, to study the local transport both in the core and edge plasma separately as, for example, in the core plasma, a large scatter in the ratio of the local effective momentum diffusivity to the ion heat diffusivity chi(phi eff)/chi(i.eff) among different tokamaks can be found. For example, the value of effective Prandtl number is typically around chi(phi eff)/chi(i.eff)approximate to 0.2 on JET while still tau(E)/tau(phi)approximate to 1 holds. Perturbative NBI modulation experiments on JET have shown, however, that a Prandtl number chi(phi)/chi(i) of around 1 is valid if there is an additional, significant inward momentum pinch which is required to explain the amplitude and phase behaviour of the momentum perturbation. The experimental results, i.e. the high Prandtl number and pinch, are in good qualitative and to some extent also in quantitative agreement with linear gyro-kinetic simulations. In contrast to the toroidal momentum transport which is clearly anomalous, the poloidal velocity is usually believed to be neo-classical. However, experimental measurements on JET show that the carbon poloidal velocity can be an order of magnitude above the predicted value by the neo-classical theory within the ITB. These large measured poloidal velocities, employed for example in transport simulations, significantly affect the calculated radial electric field and therefore the E x B flow shear and hence modify and can significantly improve the simulation predictions. Several fluid turbulence codes have been used to identify the mechanism driving the poloidal velocity to such high values. CUTIE and TRB turbulence codes and also the Weiland model predict the existence of an anomalous poloidal velocity, peaking in the vicinity of the ITB and driven dominantly by the flow due to the Reynold's stress. It is worth noting that these codes and models treat the equilibrium in a simplified way and this affects the geodesic curvature effects and geodesic acoustic modes. The neo-classical equilibrium is calculated more accurately in the GEM code and the simulations suggest that the spin-up of poloidal velocity is a consequence of the plasma profiles steepening when the ITB grows, following in particular the growth of the toroidal velocity within the ITB.

TURBULENCE

PLASMAS

SHEAR

ROTATION

NEUTRAL BEAM INJECTION

TFTR TOKAMAK

TEMPERATURE-GRADIENT MODE

JET

DIII-D

ANGULAR-MOMENTUM

Författare

T. Tala

Teknologian Tutkimuskeskus (VTT)

K. Crombe

Universiteit Gent

P. C. de Vries

Euratom Ukaea Fusion Association

J. Ferreira

Instituto Superior Tecnico

P. Mantica

Consiglio Nazionale delle Ricerche

A. G. Peeters

The University of Warwick

Y. Andrew

Euratom Ukaea Fusion Association

R. Budny

Princeton Plasma Physics Laboratory

G. Corrigan

Euratom Ukaea Fusion Association

Annika Eriksson

Chalmers, Institutionen för radio- och rymdvetenskap, Transportteori

X. Garbet

Le Commissariat à l’Énergie Atomique et aux Énergies Alternatives (CEA)

C. Giroud

Euratom Ukaea Fusion Association

M. D. Hua

Euratom Ukaea Fusion Association

Hans Nordman

Chalmers, Institutionen för radio- och rymdvetenskap, Transportteori

V. Naulin

Danmarks Tekniske Universitet (DTU)

M. F. Nave

Instituto Superior Tecnico

V.V. Parail

Euratom Ukaea Fusion Association

K. Rantamaeki

Teknologian Tutkimuskeskus (VTT)

B. D. Scott

Max Planck-institutet

Pär Strand

Chalmers, Institutionen för radio- och rymdvetenskap, Transportteori

G. Tardini

Max Planck-institutet

A. Thyagaraja

Euratom Ukaea Fusion Association

Jan Weiland

Chalmers, Institutionen för radio- och rymdvetenskap, Transportteori

K. D. Zastrow

Euratom Ukaea Fusion Association

Plasma Physics and Controlled Fusion

0741-3335 (ISSN) 1361-6587 (eISSN)

Vol. 49 12B B291-B302

Ämneskategorier

Fysik

DOI

10.1088/0741-3335/49/12b/s27