48th Annual Meeting of the Division of Plasma Physics, October 30 – November 3, 2006, Philadelphia, Pennsylvania Energetic-Electron-Driven Alfvénic Modes.

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48th Annual Meeting of the Division of Plasma Physics, October 30 – November 3, 2006, Philadelphia, Pennsylvania Energetic-Electron-Driven Alfvénic Modes in HSX C. Deng and D.L. Brower, University of California, Los Angeles; D.A. Spong, Oak Ridge National Laboratory; A. Abdou, A.F. Almagri, D.T. Anderson, F.S.B. Anderson, A. Herr, J. Canik, W. Guttenfelder, K. Likin, J. Lu, S. Oh, J. Schmitt, J.N. Talmadge, K. Zhai, University of Wisconsin-Madison; Coherent Density Fluctuations in 0.5T QHS Plasma Effects of Biasing on GAE mode Density fluctuations decrease with introduction of symmetry breaking (toroidal mirror) term Fluctuation features Fluctuation data from Magnetic Toroidal Coil Array, mode number: n=1 Conclusions and Discussions 1. The equilibrium density distribution for B T = 0.5 and 1 T was obtained by the multi-channel Interferometer on HSX 2. The plasma stored energy could be reduced up to 20% by onset of GAE mode. 3. The coherent fluctuation is global with mode number m/n=1/1, with frequency and ion mass density scaling is consistent with Alfvénic mode. - poloidally: propagates in the electron diamagnetic drift direction 4. The plasma temperature effect on Alfvénic mode was observed. GAE mode frequency increases with T e as expected. 5Alfvenic Mode is only observed for QHS configuration, not for Mirror Configuration (2%) 6.Mode propagates poloidally in the electron drift direction, as expected for fast electron drive. Toroidal propagation ……?? 7.Mode helicity [m=1, n=1] and spatial structure are measured. 8.Mode scaling with ion mass density consistent with Alfvenic mode 9.Satellite frequency: likely due to different n, measurements are required to verify 10. Electric field measurement is necessary to determine the actual mode frequency in plasma frame. 288 GHz interferometer is able to track density phase shifts up to the cutoff density, 1 x cm -3, for 28 GHz gyrotrons (O-mode) Flux Surfaces and Interferometer Chords Density Profile Measurement 1.Density Profiles for 0.5 and 1 Tesla Operation 2.Characteristics of observed fluctuations -Quasi-Helically Symmetric (QHS) configuration -Mirror (MM) configuration (conventional stellarator) 3.Impact of the GAE mode on Plasma Stored Energy 4.Mode amplitude and frequency variation with ECRH power. 5.Temperature effects on mode frequency Overview Bullet_1 Bullet_2 Bullet_3 HSX Density Profile in 0.5 T Mirror Plasma HSX Density Profile in 0.5 T QHS Plasma HSX Density Profile in 1 T QHS Plasma Interferometer System: 1.9 chords kHz B.W.  1.5 cm chord spacing Measured Line- Integrated Density Profile and fitting Inverted Density Profile Time evolutions and IF Signals in 1T Operation Measured Line- Integrated Density Profile and fitting Inverted Density Profile Mode Frequency and Amplitude Dependence on P ECRH For P ECRH > 100 kW, mode degrades confinement, - perturbs particle orbits leading to enhanced loss noise Fluctuation QHS Plasma 1. only observed in QHS plasmas 2. coherent, m=1 / n=1 3. localized to steep gradient region 5. Satellite mode appears at low densities,  f~20 kHz 6. Electromagnetic component m=1 Observed Fluctuations Associated with ECRHNo Mode In Mirror Configuration Density Fluctuation Spatial Distribution Mode is core localized, Mode peaks in region of steepest density gradient Modes are driven by energetic electrons 10% Mirror perturbation Probe A23 Probe C23 Probe D23 frequency spectrum from magnetic probe array and interferometer signal Signals (a), (b), (c) are from probes at Port c23,d23 and a23. The magnetic probe arrays measurement shows the n=1. Mode Frequency Scaling Mode Frequency Scaling with Ion Mass Density - frequency and mass density scaling consistent with Alfvenic mode - If iota is lowered < 1, mode not observed - Mode amplitude and frequency increase with P ECRH. - Frequency increase with P ECRH largely explained by finite temperature effects. - Finite E r may also be important: f measured =f mode + kE r /B Breizman, PoP 12,112506(2005) Mode Frequency Scaling with iota Iota scanned by changing the current through auxiliary coils. Expected iota scaling was not observed Observed mode may possibly be an Energetic Particle Mode (EPM) Fluctuations with Symmetry Breaking Fluctuation no longer observed for Mirror perturbation >2% (conventional stellarator configuration: ~10% mirror perturbation) Soft X-ray, Hard X-ray Emission for QHS and Mirror Soft X-ray (600 eV-6 keV) emission, QHS>>Mirror Hard X-ray flux: QHS>>Mirror; decay time longer Indicates fast particles are better confined in QHS.  Dh =  GAE : keV particles - fast particles (trapped electrons) are better confined for QHS - provide drive for Alfvenic modes GAE Mode and Plasma Stored Energy QHS: + biasing increases amplitude and decreases frequency - amplitude increases % -frequency decreases 10-20% Alfvenic mode frequency shift can be used to measure core flow dynamics During biasing: n e and B do not change so V A is constant Ambient plasma potential is (+) ExB flow (edge) in ion drift direction Alfvenic mode propagates in electron diamagnetic drift direction (lab frame, without bias) Mode in 1 T Plasma Mode rarely observed (<5%) for B T =1 T plasmas. Likely due to fewer trapped particle for O-mode heating at the fundamental frequency, 28 GHz When observed: (1) Mode chirps down in frequency. (2) f measured < 40 kHz (m=n=1) does not match expected GAE scaling (80kHz) (3) effect of E r unknown. Experiments just beginning to investigate mode at 1 Tesla When P ECRH >100kW, onset of GAE mode triggers reduction of plasma stored energy by up to 20% GHz ECRH - 2nd Harmonic X-mode - Generates fast electrons with Local Profile Line-integrated Profile - Mode disappears ~0.2 msec after ECRH turn-off, - faster timescale than W E and soft x-rays - 2nd Harmonic X-mode generates nonthermal electrons (ECE) (no source for fast ions: T i ~20 eV) Since helicity (m,n) is known, density perturbation can be inverted to obtain local density distribution - local density perturbation shape is guessed using 5th order polynomial - line-integrals are calculated and compared to measured line- integrals - free parameters are changed to optimize fit - best fit obtained when m=1 was selected, in agreement with measurements for plasma core with bias dB/dt n tilde