IAEA 2004 ICRH Experiments on the Spherical Tokamak Globus-M V.K.Gusev 1, F.V.Chernyshev 1, V.V.Dyachenko 1, Yu.V.Petrov 1, N.V.Sakharov 1, O.N.Shcherbinin.

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IAEA 2004 ICRH Experiments on the Spherical Tokamak Globus-M V.K.Gusev 1, F.V.Chernyshev 1, V.V.Dyachenko 1, Yu.V.Petrov 1, N.V.Sakharov 1, O.N.Shcherbinin 1, V.L.Vdovin 2 1 A.F.Ioffe Physico-Technical InstituteSt.Petersburg, Russia 2 I.V.Kurchatov Institute, Moscow, Russia contact: 1

RF heating in tokamak plasmas Spherical Tokamak  pe >  ce HHFW method by M.Ono, 1995 Conventional tokamak  pe <  ce RF heating 2

Difference in ICRF heating scenarios ωH2ωDωH2ωD ωH2ωDωH2ωD 3ωD3ωD 2ωH2ωH Several ResonancesOne Resonance 3

Globus-M characteristics ParameterDesignedAchieved Toroidal magnetic field 0.62 T0.55 T Plasma current0.5 MA0.36 MA Major radius0.36 m0.36 m Minor radius0.24 m0.24 m Aspect ratio Vertical elongation Triangularity Average density1  m  m -3 Pulse duration0.2 s0.085 s Safety factor, edge4.52 Toroidal beta25%~10% OH ICRF power1.0 MW0.5 MW Frequency8 -30 MHz8 –30 MHZ Duration30 mc30 mc NBI power1.0 MW0.7 Mw Energy30 keV30 keV Duration30 mc30 mc 4

The Globus-M chamber cross-section Black ovals – magnetic flux surfaces  =0.2, 0.6, 1.0, ellipticity – 1.6, triangularity – 4 cm, Ip = 250 kA. Cyclotron surfaces for f = 9 MHz and B 0 = 0.4 T: 1 – deuterium second harmonic and hydrogen fundamental resonance 2 – third harmonic for deuterium 3 – second harmonic for hydrogen and fourth harmonic for deuterium 4 – ion-ion hybrid resonance for 50%H+50%D. The fundamental resonance for deuterium is just outside of the magnetic surface  = 1.0 5

RF energy absorbtion profiles for f=9 MHz calculated for equatorial Globus-M parameters: B0 = 0.4 T, Ip= 250 kA, ne0= 5  cm -3. absorption by electrons (TTMP and Landau damping) absoption by protons and by deuterons (cyclotron absorption and Bernstein wave absorption) 6

RF energy absorbtion distribution between various plasma particle populations integrated over plasma diameter The calculation was peformed in 1D cylindrical model assuming plasma parameters characteristic for equatorial plane of Globus-M tokamak. B 0 = 0.4 T, Ip= 250 kA, n e0 = 5  cm -3 The couplind resistance was obtained to be practically independent of hydrogen content 7

Sketch of antenna resonator 8

RF heated Globus-M discharges Conditioning… After Conditioning 9

Energy Spectra of Ions with/without RF pulse I P =240 kA n e (0)= m -3 P inp =150 kW f=9.2 MHz n H /n D =1 10

Evolution of Ion Temperature with/without RF pulse I P =240 kA n e (0)= m -3 P inp =150 kW f=9.2 MHz n H /n D =1 11

Evolution of Ion Temperature with/without RF pulse Shot 9287,9293 (June 2004) B 0 =0.4 T I p = 195 kA n H /n D =0.25 f= 8.82 MHz P inp = 150 kW 12

Magnetic Field Distribution In equatorial plane of the Globus-M chamber R 0 = 36 cm, a 0 = 23 cm B 0 = 0.4 T, I p = 250 kA, f=9 MHz blue line – toroidal vacuum field green line – poloidal field violet line – paramagnetic field red line – full magnetic field dashed red line – full magnetic field without paramagnetic component 13

Conclusions  The ICRF heating experiments were started on the Globus-M tokamak with low aspect ratio where conditions for several cyclotron harmonics were fulfilled simultaneously.  The experiments were performed with hydrogen- deuterium plasma with various ratios of ion components (with hydrogen fraction from 20% to 50%).  In some condition the ion temperature was almost doubled. But role of different absorption mechanisms and their dependence on discharge parameters is not clear yet. 14

Globus-M RF antenna Outside arrangement 15