Identyfikatory
Warianty tytułu
Konferencja
10th International Workshop and Summer School "Towards Fusion Energy", 12-18 June 2011, Kudowa Zdrój, Poland
Języki publikacji
Abstrakty
A numerical method is presented for evaluation of the radial diffusion coefficient, based on the full orbit modelling of particle orbits in the tokamak geometry. The code solves the full orbit equations of motion for a set of test particles in an arbitrary equilibrium magnetic field. The effect of Coulomb collisions of test ions with background plasma particles is simulated by means of an equivalent Monte Carlo collision operator which scatters the pitch angle as well as the gyrophase of the particle. The radial diffusion coefficient is estimated by calculating the temporal dependence of the mean-square displacement of an ensemble of monoenergetic test particles. As an illustration of the method the effect of magnetic islands on the impurity collisional transport is studied. It is shown that in presence of m = 2, n = 1 resonant magnetic perturbation (RMP) the diffusion coefficient for the tungsten ions (W28+, E = 1 keV) can increase by a factor of 5-10.
Czasopismo
Rocznik
Tom
Strony
43--47
Opis fizyczny
Bibliogr. 21 poz., rys.
Twórcy
autor
autor
- Faculty of Physics and Technology, V. N. Karazin Kharkiv National University, 4 Svobody Sq., 61077 Kharkov, Ukraine, Tel.: +38 057 335 3610, Fax: +38 057 335 3610, j.chrzanowski@am.szczecin.pl
Bibliografia
- 1. Boozer AH (2002) Monte Carlo collision operators for use with exact trajectory integrators. Phys Plasmas 9:4389–4391
- 2.Boozer AH, Kuo-Petravic G (1981) Monte Carlo evaluation ransport coefficients. Phys Fluids 24:851–859
- 3.Boozer AH, White RB (1982) Particle diffusion in tokamaks with partially destroyed magnetic surfaces. Phys Rev Lett 49:786–789
- 4. Bustos A, Castejón F, Fernández LA et al. (2010) Impact of 3D features on ion collisional transport in ITER. Nucl Fusion 50:125007
- 5. Evans TE, Moyer RA, Burrell KH et al. (2006) Edge stability and transport control with resonant magnetic perturbations in collisionless tokamak plasmas. Nature Physics 2:419–423
- 6. Freidberg J (2007) Plasma physics and fusion energy. Cambridge University Press, Cambridge
- 7. Gates DA, Mynick HE, White RB (2004) Collisional transport in a low aspect ratio tokamak. Phys Plasmas 11:L45–L48
- 8. Gobbin M, Marrelli L, Fahrbach HU et al. (2009) Numerical simulations of fast ion loss measurements induced by magnetic islands in the ASDEX Upgrade tokamak. Nucl Fusion 49:095021
- 9. Helander P, Sigmar DJ (2002) Collisional transport in magnetized plasmas. Cambridge University Press, Cambridge
- 10. Kononenko ZhS, Shishkin AA (2008) Impurity ion dynamics near magnetic islands in the drift optimized stellarator configuration of Wendelstein 7-X. Ukr J Phys 53:437–441
- 11. Kononenko ZhS, Shishkin AA (2008) The influence of magnetic islands on the impurity ion motion in the drift optimized stellarator. Probl Atom Sci Tech 4:95–98
- 12. Liang Y, Koslowski HR, Thomas PR et al. (2007) Active control of type-I edge localized modes on JET. Plasma Phys Control Fusion 49:B581–B590
- 13. Lotz W, Nührenberg J (1988) Monte-Carlo computations of neoclassical transport. Phys Fluids 31:2984–2991
- 14. McClements KG (2005) Full orbit computations of ripple-induced fusion α-particle losses from burning tokamak plasmas. Phys Plasmas 12:072510
- 15. McKay RJ, McClements KG, Thyagaraja A, Fletcher L (2008) Test-particle simulations of collisional impurity transport in rotating spherical tokamak plasmas. Plasma Phys Control Fusion 50:065017
- 16. Maluckov A, Nakajima N, Okamoto M, Murakami S, Kanno R (2001) Statistical properties of the neoclassical radial diffusion in a tokamak equilibrium. Plasma Phys Control Fusion 43:1211–1226
- 17. Maluckov A, Nakajima N, Okamoto M, Murakami S, Kanno R (2003) Statistical properties of the radial transport in the magnetic field with radially bounded stochastic region. Physica A 322:13–37
- 18. Nardon E, Bécoulet M, Huysmans G et al. (2007) Edge localized modes control by resonant magnetic perturbations. J Nucl Mater 363/365:1071–1075
- 19. Romanelli M, McClements KG, Cross J, Knight PJ, Thyagaraja A, Callaghan J (2011) Full orbit simulation of collisional transport of impurity ions in the MAST spherical tokamak. Plasma Phys Control Fusion 53:054017
- 20. Strumberger E (2000) Deposition patterns of fast ions on plasma facing components in W7-X. Nucl Fusion 40:1697–1713
- 21.Wesson J (2004) Tokamaks. Clarendon Press, Oxford
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BUJ8-0017-0006
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