ANALYSIS OF THE INITIAL STAGE OF THE DISCHARGE SCENARIO ON T-15 TOKAMAK
( Pp. 24-29)

More about authors
Sychugov Dmitriy Yurievich professor, Fakultet VMK
Lomonosov Moscow State University Zotov Igor Viktorovich docent, fakultet VMK
Lomonosov Moscow State Universit Melnikov Alexander Viktorovich zamestitel rukovoditelya otdeleniya tokamakov
National Research Centre «Kurchatov Institute» Tsaun Sergey Viktorovich nachalnik otdela T-10
National Research Centre «Kurchatov Institute» Andreev Valery F. doktor fiziko-matematicheskih nauk; fakultet vychislitelnoy matematiki i kibernetiki
Lomonosov Moscow State University
Abstract:
The building of new Russian installation T-15 tokamak is actively conducted in present time. As for today all basic elements of a design of this installation have taken a final form, there is urgent a problem of carrying out detailed numerical modelling of future experiments. The purpose of this work was carrying out such calculations. Modelling of an initial stage of the discharge scenario and a stage of raising of current has been carried out. First of all interested us whether can arise at this stage of vertical instability of plasma, and also what, taking into account existence of mistakes on magnetic sensors, an error of restoration of border of a plasma cord. As a result of calculations it is shown that this stage of the category can be quite realized during a natural experiment on the T-15 installation.
How to Cite:
Sychugov D.Y., Zotov I.V., Melnikov A.V., Tsaun S.V., Andreev V.F., (2017), ANALYSIS OF THE INITIAL STAGE OF THE DISCHARGE SCENARIO ON T-15 TOKAMAK. Computational Nanotechnology, 2 => 24-29.
Reference list:
Kasyanova N V, Andreev V F, Melnikov A V, Sushkov A V, Sychugov D Yu, Sadykov A D 2014 41st EPS Conf. on Plasma Phys. and Contr. Fus. (Berlin, Germany, 2014) P4.072.
Zotov I V, Melnikov A V, Sychugov D Yu, Lukash V E, Khayrutdinov R 2016 43rd EPS Conf. on Plasma Phys. and Contr. Fus. (Leuven, Belgium, 2016) P2.035.
Kakurin A.M, Leonov V.M., Notkin G.E., KHvostenko P.P., TSaun S.V.,Bondarchuk E.N., Vasil ev V.I., Mineev A.B., Maksimova I.I., Amelin V.V., Gasilov N.A., Sychugov D.YU.- Voprosy atomnoy nauki i tekhniki. Ser. Termoyadernyy sintez, 2005, vyp.4, s.53-75.
Melnikov A. V. et. al. 2015, Fusion Engineering and Design, 96-97, pp 306-310.
Sadykov A D, Sychugov D Yu, Shapovalov G V, Chektybaev B Zh, Skakov M K and Gasilov N A 2015 Nuclear Fusion, 55, N. 4, 55043017.
Belov A G, Zotov I V, Sychugov D Yu 2012 SCET2012 - Spring World Congress on Engineering and Technology (Xi an, China, 2012), pp 278-280 (http://www.scirp.org).
Dokuka V N, Kavin A A, Lukash V E, Sokolov M M, KHayrutdinov R R, KHayrutdinova V A Voprosy atomnoy nauki i tekhniki. Ser. Termoyadernyy sintez, t.37 (2014), vyp.3, s. 56-70.
Khayrutdinov R R and Lukash V E 1993 J. Comput. Physics, 109, pp 193-201.
Khayrutdinov R R, Lister J B, Dokuka V N, Duval B P, Favez J-Y, Lukash V E, Raju D 2003 30th EPS Conf. on Plasma Phys. and Contr. Fus. (St.-Petersburg, Russia, 2003) P-3.163. Preprint LRP 766/03, pp 53-56.
Dnestrovskij A, Voss G, Sychugov D, Lukash V, Khayrutdinov R 2007 34 EPS Conf. on Plasma Phys. and Contr. Fus. (Warsaw, Poland, 2007) P-1.101.
I.V. Zotov, A.G. Belov The numerical code RPB for determination plasma boundary from magnetic measurements (module of program library Virtual Tokamak ). - Problems of Atomic Science and Technology. Ser. Thermonuclear Fusion, v.37 (2014), N.1, pp.97-102.
D.Yu. Sychugov, I.V.Zotov , N.V. Kasyanova, A.V. Melnikov, A.V. Sushkov, A.D. Sadykov, G.V. Shapovalov Analysis of discharge scenarios on the tokamak T-15. - Proceeding of XLIV International Zvenigorod conference on plasma physics and controlled fusion, February 13-17 2017, Zvenigorod, p.90 (http://www.fpl.gpi.ru/Zvenigorod/XLVI/M.html).
Keywords:
mathematical modeling, tokamak T-15, script category.


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