MAGNETIC FIELD ERRORS: RECONCILING MEASUREMENT, MODELING AND EMPIRICAL CORRECTIONS ON DIII D

Similar documents
Resistive Wall Mode Control in DIII-D

DIII D. by M. Okabayashi. Presented at 20th IAEA Fusion Energy Conference Vilamoura, Portugal November 1st - 6th, 2004.

RWM FEEDBACK STABILIZATION IN DIII D: EXPERIMENT-THEORY COMPARISONS AND IMPLICATIONS FOR ITER

Effect of Resonant and Non-resonant Magnetic Braking on Error Field Tolerance in High Beta Plasmas

GA A26247 EFFECT OF RESONANT AND NONRESONANT MAGNETIC BRAKING ON ERROR FIELD TOLERANCE IN HIGH BETA PLASMAS

RESISTIVE WALL MODE STABILIZATION RESEARCH ON DIII D STATUS AND RECENT RESULTS

Extended Lumped Parameter Model of Resistive Wall Mode and The Effective Self-Inductance

GA A26242 COMPREHENSIVE CONTROL OF RESISTIVE WALL MODES IN DIII-D ADVANCED TOKAMAK PLASMAS

STABILIZATION OF THE RESISTIVE WALL MODE IN DIII D BY PLASMA ROTATION AND MAGNETIC FEEDBACK

Dynamical plasma response of resistive wall modes to changing external magnetic perturbations

Resistive wall mode stabilization by slow plasma rotation in DIII-D tokamak discharges with balanced neutral beam injection a

Requirements for Active Resistive Wall Mode (RWM) Feedback Control

Dynamical plasma response of resistive wall modes to changing external magnetic perturbations a

Response of a Resistive and Rotating Tokamak to External Magnetic Perturbations Below the Alfven Frequency

CONTRIBUTIONS FROM THE NEUTRAL BEAMLINE IRON TO PLASMA NON-AXISYMMETRIC FIELDS

Effect of an error field on the stability of the resistive wall mode

A New Resistive Response to 3-D Fields in Low Rotation H-modes

Interaction of scrape-off layer currents with magnetohydrodynamical instabilities in tokamak plasmas

Effects of Noise in Time Dependent RWM Feedback Simulations

Modeling of resistive wall mode and its control in experiments and ITER a

RWM Control Code Maturity

Resistive Wall Mode Observation and Control in ITER-Relevant Plasmas

ELM Suppression in DIII-D Hybrid Plasmas Using n=3 Resonant Magnetic Perturbations

Princeton Plasma Physics Laboratory. Multi-mode analysis of RWM feedback with the NMA Code

KSTAR Equilibrium Operating Space and Projected Stabilization at High Normalized Beta

Supported by. Role of plasma edge in global stability and control*

Comparison of Divertor Heat Flux Splitting by 3D Fields with Field Line Tracing Simulation in KSTAR

GA A27444 PROBING RESISTIVE WALL MODE STABILITY USING OFF-AXIS NBI

CSA$-9 k067s-~ STUDY OF THE RESISTIVE WALL MODE IN DIII-D GAMA22921 JULY 1998

Plasma Stability in Tokamaks and Stellarators

GA A26123 PARTICLE, HEAT, AND SHEATH POWER TRANSMISSION FACTOR PROFILES DURING ELM SUPPRESSION EXPERIMENTS ON DIII-D

Derivation of dynamo current drive in a closed current volume and stable current sustainment in the HIT SI experiment

QTYUIOP LOCAL ANALYSIS OF CONFINEMENT AND TRANSPORT IN NEUTRAL BEAM HEATED DIII D DISCHARGES WITH NEGATIVE MAGNETIC SHEAR D.P. SCHISSEL.

The Effects of Noise and Time Delay on RWM Feedback System Performance

TARGET PLATE CONDITIONS DURING STOCHASTIC BOUNDARY OPERATION ON DIII D

GA A24699 SUPPRESSION OF LARGE EDGE LOCALIZED MODES IN HIGH CONFINEMENT DIII D PLASMAS WITH A STOCHASTIC MAGNETIC BOUNDARY

Effects of stellarator transform on sawtooth oscillations in CTH. Jeffrey Herfindal

NIMROD FROM THE CUSTOMER S PERSPECTIVE MING CHU. General Atomics. Nimrod Project Review Meeting July 21 22, 1997

Electron Thermal Transport Within Magnetic Islands in the RFP

Plasma Shape Feedback Control on EAST

Dynamic Resonant Error Field Correction with C-COIL and I-COIL in the DIIID device

The Status of the Design and Construction of the Columbia Non-neutral Torus

Control of Sawtooth Oscillation Dynamics using Externally Applied Stellarator Transform. Jeffrey Herfindal

INITIAL EVALUATION OF COMPUTATIONAL TOOLS FOR STABILITY OF COMPACT STELLARATOR REACTOR DESIGNS

Measurement and modeling of three-dimensional equilibria in DIII-D

INTERACTION OF AN EXTERNAL ROTATING MAGNETIC FIELD WITH THE PLASMA TEARING MODE SURROUNDED BY A RESISTIVE WALL

Non-Solenoidal Plasma Startup in

DIII D Research in Support of ITER

Current Drive Experiments in the HIT-II Spherical Tokamak

GA A27910 THE SINGLE-DOMINANT MODE PICTURE OF NON-AXISYMMETRIC FIELD SENSITIVIITY AND ITS IMPLICATIONS FOR ITER GEOMETRIC TOLERANCES

Magnetohydrodynamic stability of negative central magnetic shear, high pressure ( pol 1) toroidal equilibria

Control of linear modes in cylindrical resistive MHD with a resistive wall, plasma rotation, and complex gain

Transport Improvement Near Low Order Rational q Surfaces in DIII D

A.J.Redd, D.J.Battaglia, M.W.Bongard, R.J.Fonck, and D.J.Schlossberg

DIII D INTEGRATED PLASMA CONTROL SOLUTIONS FOR ITER AND NEXT- GENERATION TOKAMAKS

Progress Toward High Performance Steady-State Operation in DIII D

Overview of Recent Experimental Results From the DIII D Advanced Tokamak Program

Resistive Wall Mode Stabilization and Plasma Rotation Damping Considerations for Maintaining High Beta Plasma Discharges in NSTX

Modeling of active control of external magnetohydrodynamic instabilities*

Experimental test of the neoclassical theory of poloidal rotation

Current Drive Experiments in the Helicity Injected Torus (HIT II)

GA A26887 ADVANCES TOWARD QH-MODE VIABILITY FOR ELM-FREE OPERATION IN ITER

GA A27857 IMPACT OF PLASMA RESPONSE ON RMP ELM SUPPRESSION IN DIII-D

Analytical Study of RWM Feedback Stabilisation with Application to ITER

Heat Flux Management via Advanced Magnetic Divertor Configurations and Divertor Detachment.

RWM Control in FIRE and ITER

Magnetic Control of Perturbed Plasma Equilibria

Performance limits. Ben Dudson. 24 th February Department of Physics, University of York, Heslington, York YO10 5DD, UK

Disruption dynamics in NSTX. long-pulse discharges. Presented by J.E. Menard, PPPL. for the NSTX Research Team

Characterization of neo-classical tearing modes in high-performance I- mode plasmas with ICRF mode conversion flow drive on Alcator C-Mod

Formation and Long Term Evolution of an Externally Driven Magnetic Island in Rotating Plasmas )

SUMMARY OF EXPERIMENTAL CORE TURBULENCE CHARACTERISTICS IN OH AND ECRH T-10 TOKAMAK PLASMAS

GA A22863 PLASMA PRESSURE AND FLOWS DURING DIVERTOR DETACHMENT

GA A22443 STUDY OF H MODE THRESHOLD CONDITIONS IN DIII D

Advances in Global MHD Mode Stabilization Research on NSTX

Effect of non-axisymmetric magnetic perturbations on divertor heat and particle flux profiles

A simple model of the resistive wall mode in tokamaks

Configuration Optimization of a Planar-Axis Stellarator with a Reduced Shafranov Shift )

Global Mode Control and Stabilization for Disruption Avoidance in High-β NSTX Plasmas *

W.M. Solomon 1. Presented at the 54th Annual Meeting of the APS Division of Plasma Physics Providence, RI October 29-November 2, 2012

(a) (b) (c) (d) (e) (f) r (minor radius) time. time. Soft X-ray. T_e contours (ECE) r (minor radius) time time

GA A26116 THE CONCEPTUAL MODEL OF THE MAGNETIC TOPOLOGY AND NONLINEAR DYNAMICS OF

Design of next step tokamak: Consistent analysis of plasma flux consumption and poloidal field system

IMPACT OF EDGE CURRENT DENSITY AND PRESSURE GRADIENT ON THE STABILITY OF DIII-D HIGH PERFORMANCE DISCHARGES

Oscillating-Field Current-Drive Experiment on MST

Three Dimensional Effects in Tokamaks How Tokamaks Can Benefit From Stellarator Research

Simulation Study of Interaction between Energetic Ions and Alfvén Eigenmodes in LHD

AC loop voltages and MHD stability in RFP plasmas

Fast Ion Confinement in the MST Reversed Field Pinch

- Effect of Stochastic Field and Resonant Magnetic Perturbation on Global MHD Fluctuation -

GA A23430 ADVANCED TOKAMAK PHYSICS IN DIII D

Plasma Response Control Using Advanced Feedback Techniques

Low-field helicon discharges

Highlights from (3D) Modeling of Tokamak Disruptions

Particle Transport Measurements in the LHD Stochastic Magnetic Boundary Plasma using Mach Probes and Ion Sensitive Probe

GA A23114 DEPENDENCE OF HEAT AND PARTICLE TRANSPORT ON THE RATIO OF THE ION AND ELECTRON TEMPERATURES

Current-driven instabilities

On the physics of shear flows in 3D geometry

QTYUIOP ENERGY TRANSPORT IN NEUTRAL BEAM HEATED DIII D DISCHARGES WITH NEGATIVE MAGNETIC SHEAR D.P. SCHISSEL. Presented by. for the DIII D Team*

Control of resistive wall modes in a cylindrical tokamak with plasma rotation and complex gain

Transcription:

MAGNETIC FIELD ERRORS: RECONCILING MEASUREMENT, MODELING AND EMPIRICAL CORRECTIONS ON DIII D by M.J. Schaffer, T.E. Evans, J.L. Luxon, G.L. Jackson, J.A. Leuer, J.T. Scoville Paper QP1.76 Presented at the 44th APS-DPP Annual Meeting Orlando, FL 22 Nov 11 15

Introduction! Non-axisymmetric magnetic errors can have deleterious effects on tokamak plasmas.! Interaction between magnetic field errors and plasmas must be understood to rationally design effective error correction systems for future magnetically confined fusion experiments.! A correction coil set (C-coil) compensates errors in DIII D since 1994.! Uses empirical algorithms.! Magnetic errors in DIII D were carefully remeasured in 21 Nov. The empirically optimized correction fields add to, (not cancel) the measured errors.! We attempt to understand this puzzling error plasma interaction through numerical magnetic line tracing.

Magnet Coils of Main Interest for Error Analysis DIII D in Year 21-2 F Coils (Poloidal Field Coils) DIII D F-Coils (Poloidal Field Coils) F8A F9A F5A F4A F7A F3A SHOT 12115, t = 1155 ms F2A F6A F1A F1B F2B F6B F3B F4B F7B C Coil Set (Correction Coils) B Coil (Toroidal Field Coil) F5B F8B F9B

Some DIII D Magnetic Error Background! 199: Measured F coil errors (LaHaye & Scoville).! 1994: Installed Correction coil (C coil).! 1994 97: Developed empirical algorithms (with theoretical guidance) to minimize low-density mode locking (LaHaye & Scoville).! Empirical correction did not match 199 measured errors (LaHaye).! 2 1: Error field amplification by plasma increases sensitivity to errors. New empirical C coil algorithms to minimize plasma rotation braking in Resistive Wall Mode studies are not greatly different. (Garofalo).! All empirical algorithms contain strong dependence on B T.! Imply 7 gauss m,n = 2,1 B-coil component at q = 2 surface.! Is there an unknown error from toroidal field coil?! 21 Sept: Decided to do through search for and measurement of magnetic errors in DIII D.

ERROR MEASUREMENTS

In-Vessel Probe Array for Error Measurements was Rebuilt! Octagonal frame disassembles to enter DIII D (LaHaye). VIEW FROM ABOVE! Frame slides vertically along four legs. B Z! Planar spiral inductive probes on printed circuit boards (Jackson).! 3 components (B R, B φ, B Z ), each at 8 toroidal locations. 9 B φ B R R = 1.639 m 27! Reassembly inside DIII D Must maintain planarity, circularity and centering of the array. Must maintain orientation of the probes. 18! Other probes distributed outside and in central bore.

In-Vessel Array, Illustrating Magnetic Pickups and Hoist

Measurement Coordinate System Is Chosen for Ability to Reproduce It! Make all in-vessel measurements in one reproducible vertical cylindrical coordinate system (right handed). Vertical Toroidal Z φ After every change of array position:! Make array level and flat to gravity! Center probe circle on vessel inner wall 8 radial scales bolted to vessel 8 plumb bobs hang from probe array ±.5 mm centering reproducibility! Check array circularity! Level B Z probes. Plumb B R and B φ, probes. Also: ±.5 rad ±.3û reproducibility Measurement Surface in Space! Rotated array 65º once, to separate probe errors from true δb, also to synthesize 16 element array. Vessel central wall Probe Array 8 for each B-com ponent Radial scales (8)

RESULTS

MAIN RESULT: The Largest Magnetic Errors in DIII D Are Shifts of F Coil Centers with Respect to the Toroidal Magnetic Field! Other errors are much smaller: COIL MAGNETIC CENTERS (mm) REFERRED TO MEASUREMENT AXIS AT MID PLANE 9 Centerpost nonuniformities 12 6 Old N = 1 coil frame B coil feeds Iron diagnostic shields 15 5 B T Inner F-coils (open symbols) 3! NO LARGE NEW ERROR SOURCE WAS FOUND.! Newly measured shifts are mostly smaller than from 199 data.! i.e., DIII D has smaller magnetic errors than thought previously. 18 21 Outer F-coils (solid symbols) 24 5 F7A 5 27 5 mm 3 33 B TOR F1A F2A F3A F4A F5A F8A F9A F7A F6A F6B F7B F9B F8B F5B F4B F3B F2B F1B

RESULTS: F Coils Are Also Tilted F-COIL TILTS (deg)! Newly measured tilts are less than inferred from 199 measurements. REFERRED TO MEASUREMENT AXIS AT MID PLANE 9 12 6! The old N = 1 coil ferromagnetic frame tilted the fields of the uppermost F-coils in 199. 15.1 3 Points on figure show tilt of coil plane, upward at the toroidal angle shown. 18 21.1 24.1 27 B T.1 deg 3 33 B TOR F1A F2A F3A F4A F5A F8A F9A F7A F6A F6B F7B F9B F8B F5B F4B F3B F2B F1B

ANALYSIS

Magnetic Line Tracing Code is the Main Tool Used to Date! DIII D version of the TRIP3D line tracing code (T.E. Evans)! Axisymmetric equilibrium B is calculated from an EFIT g-file! Can independently shift and tilt toroidal and poloidal fields of the equilibrium (rigid shifts and tilts)! Can change B Tor magnitude (usually to change q)! Shifted F coils! Code subtracts the concentric F coil contribution to B Pol from the equilibrium, so only the error part remains! F coil tilt is not yet implemented in TRIP3D! C coil fields! But: NO PLASMA RESPONSE to errors

Magnetic Line Tracing Model Results: Off-Center F Coils Alone Make Modest ( 2 cm-wide) 2,1 Islands, if Plasma Current Follows B T z (m).5 Plasma Current Centered on B T. No C-Coil Current. At phi = deg Ro = 1.7412 Zo = -.466 (m) h6 Coil-Center Locations on Measurement Coordinates 9 B T Plasma J R 18 F6A F7B F6B 5mm F7A 27.5.5.5 Equilibrium fields from shot 12115 Limited, nearly circular (κ 1.15) for simplicity. Measured Coil Centers Case: Plasma Current centered on B T. (No C-Coil Current) (No tilts)

Magnetic Line Tracing Model Results: Off-Center F Coils Alone Make Modest ( 2 cm-wide) 2,1 Islands, if Plasma Current Follows B T.8 r (m).6 Plasma Current Centered on B T. No C-Coil Current. 3,1 2,1 At phi = deg h6 Coil-Center Locations on Measurement Coordinates 9.4 18 F6A F7B B T Plasma J 5mm F6B.2 F7A 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg) Equilibrium fields are from shot 12115, q() 1.13, Limited, nearly circular (κ 1.15) for simplicity. 27 Measured Coil Centers Case: Plasma Current Centered on B T. (No C-Coil Current) (No tilts)

Magnetic Line Tracing Model Results: Off-Center F Coils Alone Make LARGE Islands if Plasma Current Centers on External B Pol r (m) Plasma Current Centered Near F-Coils (5 mm φ = 22 ). No C-Current..8 At phi = deg h6.1 B T 9.6 18 F6A F7B 5mm F6B.4 Plasma J F7A.2 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg)! Islands are MUCH LARGER if plasma current is centered near F Coil centers instead of B T, and Some surface breakup is visible. 27 Measured Coil Centers Case: Plasma Current Centered on F-Coils. (No C-Coil Current) (No tilts)

Magnetic Line Tracing Model Results: Adding Experimental C Coil Field Makes LARGE ( 6 cm) 2,1 Islands if Plasma Current Follows B T.8 r (m) Plasma Current Centered on B T. With C-Coil Current. 3,1 At phi = deg h7 9.6 2,1 B T Plasma J 18 F6A F7B 5mm.4 F6B F7A C-Coil B.2 27 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg)! It appears that the C coil does not achieve its empirical correction by moving the external poloidal B so that all B and J components are more or less centered on B T. 1,1 Measured Coil Centers. Case: Plasma Current Centered on B T, Plus C Coil Current. (No tilts)

Magnetic Line Tracing Model Results: Adding Experimental C Coil Field Makes Still LARGER Islands if Plasma Current Centers on External B Pol r (m) Plasma Current Centered Near F-Coils (5 mm φ = 22 ). With C-Current..8 At phi = deg h9.3 9.6 2,1 18 F6A F7B B T 5mm F6B.4 Plasma J F7A C-Coil B.2 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg)! It appears that the C coil does not achieve its empirical correction by moving B T so that all B and J components are more or less centered on the external poloidal B. 27 Measured Coil Centers. Case: Plasma Current Centered on F-Coils, Plus C-Coil Current (No tilts)

RIGID SHIFT of the Plasma Toroidal Current by 4.7 mm, 27 from B T Virtually Eliminates 2,1 Islands in Presence of Experimental C Coil Field.8 r (m) B T, F & C-Coils as in Experiment, Plasma Shifted to Minimize 2,1 Islands 3,1 At phi = deg 9.6 B T Plasma J 18 F6A F7B 5mm.4 F6B.2 1,1 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg)! If the C Coil current minimizes empirical manifestations of islands, it would appear to push the plasma far from any static B (if only shifts are considered). F7A 27 C-Coil B F Coils. B Coil. C Coil Current. Case: Shift Plasma Current to get small 2,1 islands. (No tilts)

2,1 Island Width with Optimally Shifted Current is <.5 cm (Limited by My Patience to do 2 Parameter Scan).65 B T, F & C-Coils as in Experiment, Plasma Shifted to Minimize 2,1 Islands At phi = deg 9.6 B T Plasma J 18 F6A F7B 5mm F6B.55.5.45 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg) Expanded view near q = 2 surface of previous slide. F7A 27 C-Coil B F Coils. B Coil. C Coil Current. Case: Shift Plasma Current to get small 2,1 islands. (No tilts)

TILT of the Plasma Toroidal Current by.33 rad (5.7 mm at R o ) Reduces 2,1 Islands if Plasma Current Centers on External B Pol Plasma Current Centered on B T, Tilted to Reduce 2,1 Islands. With C-Current..8 r (m) 3,1 At phi = deg h11 9.6 18 F6A F7B B T Plasma J 5mm F6B.4.2 9 18 27 36 Poloidal Angle CCW from Outer Midpoint (deg)! Magnetic surfaces near q = 1 are helically distorted. However, the plasma current tilt found here is approximately opposite to the surfaces tilt component.! Therefore, this arrangement seems inconsistent. F7A 27 C-Coil B Measured Coil Centers. Plasma Current Centered near B-Coil. C-Coil Current Case: Tilt Plasma Current to get small 2,1 islands.

Discussion! Presumably, the empirical C coil correction distorts magnetic surfaces and currents in a self consistent equilibrium way that simultaneously makes magnetic islands small.! The C coil field is imperfect cannot correct all the B error.! The C coil field alone distorts magnetic surfaces near q = 1 helically.! A small helical distortion near q = 1 is the same as tilt plus shift.! Suggests that the empirically corrected plasmas may be helically (1,1) distorted yet still island-free.! Line tracing code just sums specified B-fields; no self consistent equilibrium.! So far, pushing the plasma around to gain insight and to try to find a distorted magnetic shape that seems qualitatively matched to the plasma current has not yielded a candidate solution.! F coil tilts have not yet been implemented in TRIP3D.! But they would add complication rather than insight.

Discussion & Conclusions! DIII D magnetic errors were measured well. No large unknown errors discovered.! The EMPIRICALLY OPTIMIZED C Coil field INCREASES island size, unless plasma current shifts AWAY from F and B Coil centers and/or tilts in response.! Is this expected?! Maybe. Tilt + Shift (1,1) helix.! I claim, We do not yet understand some important physics feature of the plasma response to magnetic errors.! We must understand how plasma responds to errors and imperfect corrections, in order to rationally design and operate correction coils in the future.! We plan to use MARS code (by Bondeson) to study self-consistent stable 3-D plasma response to external error fields.! MARS physics (linearized resistive MHD, plasma rotation, viscous damping) is appropriate for this purpose.

Related Papers at this Meeting LO1.13 Modeling 3-D Effects in the DIII-D Boundary, T.E. Evans, R.A. Moyer (UCSD), D. Reiter, S.V. Kasilov (IPP Forschungszentrum Jülich), A.M. Runov (MPI) QP1.72 3-D Equilibrium and Magnetic Island due to Error Magnetic Field in the DIII-D Tokamak, L.L. Lao, M.S. Chu, M.J. Schaffer, R.J. La Haye, T.E. Evans (General Atomics), K.I. You (KBSI), E.A. Lazarus, S.P. Hirshman (ORNL) QP1.77 Investigation of Resonant and Non-resonant Magnetic Braking in Plasmas Above the No-Wall Beta Limit, J.T. Scoville, E.J. Strait, R.J. La Haye (General Atomics), A.M. Garofalo, H. Reimerdes (Columbia U.), M. Okabayashi (PPPL) QP1.8 Modeling and Design of a Resistive Wall Mode Stabilization System With Internal Field Coils in DIII-D, G.L. Jackson, A.G. Kellman, P.M. Anderson, R.J. La Haye, A. Nerem, J.T. Scoville, E.J. Strait (General Atomics), G.A. Navratil, J. Bialek, A.M. Garofalo, H. Reimerdes, (Columbia U.), R. Hatcher, L.C. Johnson, M. Okabayashi (PPPL) QP1.81 Critical Rotation for Stabilization of n=1 Ideal Kink (Resistive Wall Mode) in DIII-D, R.J. La Haye, M.S. Chu, E.J. Strait (General Atomics), A.M. Garofalo, H. Reimerdes (Columbia U.), M. Okabayashi (PPPL) QP1.82 Feedback Stabilization of the Resistive Wall Mode in Low-Rotation DIII-D Plasmas, M. Okabayashi, L.C. Johnson (PPPL), J. Bialek, A.M. Garofalo, G.A. Navratil, H. Reimerdes (Columbia U.), R.J. La Haye, J.T. Scoville, E.J. Strait, DIII-D Team (GA) QP1.83 Active Measurement of the Resistive Wall Mode Stability in Rotating DIII-D Plasmas, H. Reimerdes, A.M. Garofalo, G.A. Navratil (Columbia U.), M.S. Chu, G.L. Jackson, T.H. Jensen, R.J. La~Haye, J.T. Scoville, E.J. Strait (GA), L.C. Johnson, M., Okabayashi (PPPL) QP1.84 Effects of Plasma Rotation and Dissipation on Resistive Wall Mode in Tokamaks, Y.B. Kim, D.H. Edgell, I.N. Bogatu, J.S. Kim (FARTECH) RP1.46 Evidence for Stochastic Effects in the DIII-D Boundary, R.A. Moyer (UCSD), T.E. Evans (GA), T.L. Rhodes (UCLA), J.G. Watkins (SNL), C.J. Lasnier (LLNL), H. Takahashi (PPPL)