24th IAEA Fusion Energy Conference – IAEA CN-197

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Presentation transcript:

24th IAEA Fusion Energy Conference – IAEA CN-197 San Diego, USA 8-13 Oct. EX/4-4 Control of 3D edge radiation structure with RMP fields applied to stochastic layer and stabilization of radiative divertor plasma in LHD   M. Kobayashi1, S. Masuzaki1, I. Yamada1, Y. Narushima1, C. Suzuki1, N. Tamura1, B.J. Peterson1, S. Morita1, C.F. Dong1, N. Ohno2, S. Yoshimura1, Y. Feng3, M. Goto1, K. Sato1, T. Akiyama1, K. Tanaka1, and the LHD experimental group1 1 National Institute for Fusion Science, Toki 509-5292, Japan 2 Nagoya University, Nagoya 464-8603, Japan 3 Max-Planck-Institute fuer Plasmaphysik, D-17491 Greifswald, Germany

Introduction : Control of enhanced radiation at divertor region Necessity of divertor heat load reduction for future devices: Divertor detachment, radiative divertor is prerequisite to meet the engineering limit of PFC heat load (< several MW/m2). Control of enhanced radiation region in its location & intensity is one challenging issue. Involved issues in the physics: A/M processes with strong non-linearity in cold plasma Energy transport in parallel/perpendicular to field lines Impurity transport, plasma recycling with volume recombination, momentum loss process 3D magnetic field configuration: Seeking divertor optimization in helical devices, RMP application to tokamaks  Effects of three dimensionality/symmetry breaking on radiating edge plasma are not yet fully understood. This paper reports recent experimental results of radiative divertor stabilization with RMP application to the edge stochastic layer of LHD. Radiative Divertor stabilization with RMP RD transition induced by RMP Compatibility with main plasma confinement Magnetic structure dependence of RD stabilization

Magnetic field structure of LHD: RMP (m/n=1/1) application  remnant island in stochastic region R = 3.9 m, a ~ 0.7 m, 10 field periods (toroidal) Divertor : carbon, Fist wall : Stainless steel 2.5 3.0 3.5 4.0 4.5 5.0 -1.0 -0.5 0.5 1.0 R (m) Z (m) Without RMP With RMP (m/n=1/1) Stochastic region Edge surface layers Divertor legs Magnetic island O-point 104 103 102 101 100 Connection length (m) RMP coils (m/n=1/1) Helical coils Plasma shape With RMP Without RMP Resonance value Rotational transform i

Without RMP  Radiation collapse due to thermal instability With RMP  Stable sustainment of radiative divertor operation (RMP assisted RD) Without RMP  Radiation collapse due to thermal instability Significant increase in carbon emission Radiative divertor CVI (a.u.) CV (a.u.) CIV (a.u.) CIII (a.u.) Radiative divertor With RMP Divertor power load (MW/m2) With RMP Without RMP Radiation (a.u.) Wp (kJ) Stable operation around density limit Radiation increase by a factor of ~ 3 Reduction of divertor power load by a factor of 3 ~ 10 No noticeable high Z impurity (Fe) emission at high density range. RD (6.6x1019 m-3) Attach (ne = 2.0x1019 m-3) Plasma shrinks at RD phase due to radiative energy loss and RMP penetration No significant degradation of main plasma confinement S. Morita et al. EX/P5-18

Te, ne profiles at outboard midplane Increased volume of low Te region (~10 eV) at remnant island with RMP leads to enhanced carbon radiation Without RMP With RMP Resonance layer Te flattening at island Te, ne profiles at outboard midplane (Thomson scattering) (Estimated with ncarbon=0.01ne net = 1017 m-3 s) Carbon radiation ne dependence of radiation power (bolometer) Radiation collapse RD Radiation Power (a.u.) Radiation enhanced With RMP Without RMP

Localization around X-point of m/n=1/1 island Modification of 3D edge radiation structure by RMP : 3D numerical simulation Carbon radiation distribution by EMC3-EIRENE Outboard Without RMP 300 Inboard side Outboard side Without RMP Poloidal angle (deg.) 200 Inboard 100 Radiation peak at inboard side 2.0x100 2.0x10-1 2.0x10-2 2.0x10-3 MW/m3 Outboard Outboard With RMP 300 R Z With RMP 200 Poloidal angle (deg.) Inboard Localization around X-point of m/n=1/1 island 100 X-point of island Outboard 100 200 300 Toroidal angle (deg.) Without RMP  Radiation peak appears at inboard side. With RMP  X-point of m/n=1/1 island is selectively cooled.

Radiation profile : Comparison between experiments & simulation Intensity (mW/m2) Channel Carbon radiation distribution by EMC3-EIRENE Without RMP Inboard side measurements LOS of Ch1 Ch16 Systematic downward shift of peak location by 2 channels in experiments. Fine structure in simulation is not observed in experiments. The qualitative change of profiles due to RMP application roughly agrees between experiments & simulation. Intensity (a.u.) Channel Results implies selective cooling at X-point of m/n=1/1 island in experiments. With RMP X-point of island The well-structured magnetic field “catches” the radiation and prevents it from penetrating inward?!

RD transition can be induced by RMP ramp-up  new control knob for divertor power load reduction Time evolutions of RMP ramp-up experiment (10-4 Wb) (p rad) Phase of DF plasma r Growth Healing Density & NBI heating are kept constant before RD transition. RMP strength is increased during discharges. Radiation increase & divertor particle flux reduction occurs when RMP ( ) reaches 0.07~0.08%. RMP is suppressed in attached phase  Sudden penetration of RMP at RD transition Compatibility with Ne seeding scheme is confirmed.

Main plasma confinement : Recovery of energy confinement after RD transition ( ) due to pressure profile peaking Without RMP With RMP (attach) With RMP (radiative divertor) t E exp / (fren ) ISS04 Confinement enhancement factor vs ne RD transition pe profiles with & without RMP With RMP (radiative divertor) Without RMP With RMP (attach) Increase of ne leads to confinement degradation without RMP. Significant degradation in RMP attached phase  due to large magnetic island in the edge. Energy confinement recovers after RD transition with RMP  due to pressure peaking. The cause of the pressure peaking is under investigation.

Realization of RMP assisted RD depends on RMP strength & radial location of island with respect to LCFS Healing Stable RD Radiation collapse (r X point – r LCFS ) vac ( m ) 2.0x10-4 1.0x10-3 2.0x10-3 RD controllability in terms of magnetic field structure Stable RD Radiation collapse No Te flattening due to plasma healing Connection length (m) 6x104 6x103 6x102 6x101 LCFS Lower threshold of RMP strength depends also on MHD plasma response Separation between radiation region (island) & confinement region is important factor for stable RD operation Radial extension of radiation region ~ several cm S. Sakakibara et al. EX/P4-30 Clearance between island & LCFS is too small

Summary With RMP  stable sustainment of RD (RMP assisted RD) Effects of edge magnetic structure on RD plasma have been investigated with RMP (m/n=1/1) application to stochastic layer of LHD. With RMP  stable sustainment of RD (RMP assisted RD) Without RMP  radiation collapse due to rapid growth of thermal instability The remnant island created by RMP modulates the radiation distribution Increased volume of cold and dense plasma around island  enhanced radiation Strong radiation condensation around island X-point  radiation profile measurements and 3D transport simulation Selective cooling around the island is considered responsible for stabilization of RD operation RD transition can be induced by RMP ramp-up  New control knob for divertor heat load reduction RMP assisted RD is compatible with Ne seeding scheme Good main plasma energy confinement factor ~ 0.96 during RMP assisted RD Due to pressure peaking after RD transition Operation space of RMP assisted RD investigated in terms of & distance between the island and main plasma Lower threshold of is affected by MHD plasma response (healing of island) Separation between island and main plasma should be large enough > radial extension of radiation region (~ several cm) Further investigations ♠ Power balance : consistency between divertor heat load reduction and total radiated power ♠ Divertor heat load distribution : toroidal and poloidal direction ♠ Compatibility with medium – high Z impurity (Ar, Kr, Xe etc) seeding schemes ♠ Mechanism of the stabilization : transport in 3D magnetic field structure

Backup materials

Large Helical Device (LHD) and magnetic field structure Helical coils Plasma shape Perturbation coils m/n=1/1 (a) divertor plate Helical coils R=3.90 m a~0.70 m (b) Inside view of vacuum vessel Field line trajectories in the edge of LHD divertor leg field lines Major Specification Major radius =3.90 m Averaged plasma minor radius ~ 0.7 m Plasma volume ~ 30 m3 RMP: m/n=1/1 Divertor: carbon First wall: stainless steel Bt ~ 3T NBI heating ~ 23 MW

Toroidal profile of private particle flux Divertor probe measurements indicates non-uniformity of divertor power load in the RD phase (m/n=1/1?)  Toroidal distribution is under investigation Inboard divertor Decrease of Divertor flux at strike point: Factors of 1/6 @ inboard, 1/3 @ upper divertor Flux broadening to private region (the pattern has n/m=1/1 mode structure) 1/6 Flux broadening Toroidal profile of private particle flux Upper divertor 1/3

Close correlation between radiation profile and magnetic field structure With RMP, radiation penetration is “blocked” by island (?!)  RD stabilization With RMP Long flux tubes of m/n=1/1 remnant island midplane Without RMP Confinement region Radiation at midplane (MW/m3) 101 100 10-1 10-2 1x104 1x103 1x102 1x101 1x100 Connection length (m) Radiation penetration is “blocked” by remnant island (?!) stabilization Radiative divertor R (m) Radiation penetration to core collapse ncarbon=0.01ne net = 1017 m-3 s

Compatibility with Ne seeding scheme is confirmed. RMP assisted RD Radiation enhanced with Ne seeding Compatibility with Ne seeding scheme is confirmed. Divertor particle flux (A)

Te, ne profiles at attach & RD phase with RMP Radiative divertor Attach Te, ne profiles at attach & RD phase with RMP

Detachment onset X-point MARFE X-point (S. Konoshima JNM 2003)

RMP assisted RD Divertor power load (MW/m2) Without RMP With RMP Wp (kJ) RMP assisted RD

Radiation profile measurement & transport simulation indicate localized radiation around X-point of m/n=1/1 island Viewing lines Ch.4 Ch.1 Ch.16 Upper Lower Viewing lines of radiation measurements Channel number Ch.4 radiative collapse RMP assisted RD Without RMP With RMP <Experiments> Line integrated radiation profiles (AXUVD) With RMP Without RMP (MW/m3) Island X-point R (m) Z (m) t~3.0 s t~3.1 s 8.0x100 8.0x10-1 8.0x10-2 8.0x10-3 <Simulation> Impurity radiation distribution