nicolas fedorczak
DESCRIPTION
Poloidal mapping of turbulent transport in SOL plasmas. Nicolas Fedorczak. [email protected]. J.P. Gunn. G. Bonhomme, F. Brochard, H. Bufferand, G. Ciraolo, M. Farge, Ph. Ghendrih, J.P. Gunn, P. Hennequin , L. Isoardi, R. Nguyen, - PowerPoint PPT PresentationTRANSCRIPT
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 1i
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Nicolas FedorczakNicolas Fedorczak
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Poloidal mapping of turbulent Poloidal mapping of turbulent transporttransport
in SOL plasmas.in SOL [email protected]@cea.fr
G. Bonhomme, F. Brochard, H. Bufferand, G. Ciraolo, M. G. Bonhomme, F. Brochard, H. Bufferand, G. Ciraolo, M. Farge,Farge,Ph. Ghendrih, J.P. Gunn, P. Hennequin , L. Isoardi, R. Ph. Ghendrih, J.P. Gunn, P. Hennequin , L. Isoardi, R. Nguyen, Nguyen, C. Reux, F. Schwander, P. Tamain, L. VermareC. Reux, F. Schwander, P. Tamain, L. Vermare
J.P. GunnJ.P. Gunn
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 2i
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Poloidal mapping of turbulent transport in SOL plasmasPoloidal mapping of turbulent transport in SOL plasmas
Multi-diagnostics investigation of transport at the edge Multi-diagnostics investigation of transport at the edge
I. Fast visible imaging :I. Fast visible imaging : Evidences of transport phenomena & asymmetriesEvidences of transport phenomena & asymmetries
II. Local turbulence with probe :II. Local turbulence with probe : blobby ExB convectionblobby ExB convection
III. Steady-state flows III. Steady-state flows (probe)(probe) Poloidal mapping of the radial Poloidal mapping of the radial fluxflux
Rake probeturbulence
Fast visible imagingturbulence
Tunnel Probe// flow
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 3i
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HFS injectionexp ~ 20 µs
LFS injectionexp ~ 20 µs
HFS LFS
2. Fast visible imaging : evidences of transport phenomena2. Fast visible imaging : evidences of transport phenomena
Similar gas injections on Similar gas injections on High Field SideHigh Field Side / / Low Field Low Field SideSide
Clear evidence of transport asymmetry --> filaments on the Low Field Side Clear evidence of transport asymmetry --> filaments on the Low Field Side
Fast imaging in the visible range --> fluctuations of SOL plasma densityFast imaging in the visible range --> fluctuations of SOL plasma density
Aligned with magnetic field & propagation (r,Aligned with magnetic field & propagation (r,)) filaments with kfilaments with k//// >0 >0
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 4i
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2. Plasma filaments : not a SOL phenomenon 2. Plasma filaments : not a SOL phenomenon
SteadySteady--statestate picturepicture snapshotsnapshot MagneticMagnetic reconstructionreconstruction
LCFSLCFS
• Other experiment : stationary fully detached plasmas (3-4 sec.)Other experiment : stationary fully detached plasmas (3-4 sec.)
Again,Again, field alignedfield aligned structures only on thestructures only on the Low Field SideLow Field Side
+ local conditions ( + local conditions ( * , * , P P ) similar to SOL) similar to SOL
--> emissive ring in the confined region (r/a ~0.5 )--> emissive ring in the confined region (r/a ~0.5 )
filaments filaments k k//// > 0 + open / closed field lines > 0 + open / closed field lines
20ms picture20ms picture 20µs 20µs snapshotsnapshot
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 5i
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3. Local fluctuations : blobby ExB radial transport3. Local fluctuations : blobby ExB radial transport
EnBvn r
turbr
~~1~~
• Intermittent flux with a residual time averaged amplitudeIntermittent flux with a residual time averaged amplitude
Turbulent radial fluxTurbulent radial flux : :
rturbr Vn
~
• Good coupling between EGood coupling between E & n & nee for radial transport (all time for radial transport (all time scales)scales)
1-ms30
rV
1-ms 300
rV
Transport coefficient :Transport coefficient :
probeprobe
SOLSOL
LCFSLCFS
BBT T IIPP
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 6i
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3. Local fluctuations : blobby ExB radial transport3. Local fluctuations : blobby ExB radial transport
Whole radial profiles are treated in term of transport coefficient: Whole radial profiles are treated in term of transport coefficient:
S
rn c
vL
e //~ few cm.
Value coherent with density Value coherent with density profileprofile
Need of a poloidal mapping of the radial flux in the Need of a poloidal mapping of the radial flux in the SOLSOL
Radial increase of the velocity Radial increase of the velocity measured at the midplanemeasured at the midplane
BI
EIV
SAT
floatSATeff
r
~~
3030BI
EIV
SAT
floatSATeff
r
~~
3030TCVTCV Garcia, Pitts PPCF 2007 Garcia, Pitts PPCF 2007Alcator-C modAlcator-C mod Moyer JNM 1997 Moyer JNM 1997
??
Probe TSProbe TS
Probe TCVProbe TCVAlcator CAlcator C--modmodDIIIDIII --DD
JETJET
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 7i
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4. Steady-state flows and flux asymmetries : evidences4. Steady-state flows and flux asymmetries : evidences
Flow transition when rolling the plasma up-down on outboard limiters.Flow transition when rolling the plasma up-down on outboard limiters.
Main contribution from particle source asymmetryMain contribution from particle source asymmetry
MM//// (@ Top) & plasma position (@ Top) & plasma position
• Near sonic // flows usually measured at the plasma topNear sonic // flows usually measured at the plasma top
//M
LCFSLCFS
//MLCFSLCFS
J.P. Gunn JNM 2007J.P. Gunn JNM 2007
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 8i
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HFS LFS
Probe
radial source
15 % 85 %
M// ~0.4
profile radial Snc
profile radial //M
SrTOT
SrLFS
SrHFS
profile radial rS
4. Steady-state flows and radial flux : Amplitude & asymmetry4. Steady-state flows and radial flux : Amplitude & asymmetry
LIMITER
LIMITER
LFSHFS
LCFS
probe// sink
radial source Sr
source
Initial dataInitial data
Line integrated Line integrated radial flux Sradial flux Srr
L. Isoardi & al. P2. 58 L. Isoardi & al. P2. 58
G. Ciraolo et al. P2. 60 G. Ciraolo et al. P2. 60
E. Serre P2. 61 E. Serre P2. 61
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 9i
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4. Radial flux tailoring : poloidal mapping4. Radial flux tailoring : poloidal mapping
Fine mapping around the outboard Fine mapping around the outboard midplane by varying the SOL midplane by varying the SOL magnetic topologymagnetic topology
Radial particle flux centered on the outboard midplane ( Radial particle flux centered on the outboard midplane ( ~ ~ 50 ° ) 50 ° )LIMITER
LIMITER
LFSHFS
probe// sink 2nd limiter
LCFSMulti-limiter SOL shaping: Multi-limiter SOL shaping: G. Ciraolo P2. 60 G. Ciraolo P2. 60
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 10i
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5. Mutli-diagnostics coherency5. Mutli-diagnostics coherency
Fast visible imagingFast visible imaging Convection of density filamentsConvection of density filaments Evidence of asymmetriesEvidence of asymmetries
ProbesProbesLocal blobby ExB transportLocal blobby ExB transport
consistent with consistent with Global particle balanceGlobal particle balance
(steady-state flux mapping)(steady-state flux mapping)
SOL transport : LFS blobby ExB convection + SOL transport : LFS blobby ExB convection + kk//// >0 >0
Radial flux poloidal mapping @ LCFSRadial flux poloidal mapping @ LCFS
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 11i
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6. Multi-Tokamak coherency : Top to midplane measurements6. Multi-Tokamak coherency : Top to midplane measurements
Local ExB flux @ Top + Local ExB flux @ Top + Poloidal flux mappingPoloidal flux mapping (function of (function of radius) radius)
Usual behaviorUsual behavior - Tore Supra- Tore Supra - JET- JET
Usual behaviorUsual behavior - TCV- TCV - Alcator C-mod- Alcator C-mod - DIII-D- DIII-D
Extrapolated transport behavior coherent with midplane measurementsExtrapolated transport behavior coherent with midplane measurements
Radial decrease @ Radial decrease @ TopTop
n
vn r~~
n
vn r~~
Top probe Top probe
rr(())
midplane midplane
Top Top midplane extrapolation midplane extrapolation
Radial increase @ Radial increase @ midplanemidplane
N. Fedorczak O-26 PSI 2010 N. Fedorczak O-26 PSI 2010 San Diego San Diego 12i
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7. Conclusion & perspectives7. Conclusion & perspectives
Radial particle transport in the SOL :Radial particle transport in the SOL :
Driver of SOL // flow Driver of SOL // flow Boundary conditions for core rotation. Boundary conditions for core rotation.
Do not depend on magnetic topology - open / closed field linesDo not depend on magnetic topology - open / closed field lines
highly asymmetrical : centered on outboard midplane highly asymmetrical : centered on outboard midplane + k+ k////>0 >0 modes.modes.
High fraction due to ExB density convections ( ~ 100%)High fraction due to ExB density convections ( ~ 100%)
ALCATOR C-mod :ALCATOR C-mod : LaBombard NF 2004 LaBombard NF 2004 TORE SUPRA :TORE SUPRA : P. Hennequin EPS 2010 P. Hennequin EPS 2010
- X-point / limiter- X-point / limiter Involved in apparent incoherencies :Involved in apparent incoherencies :
Local / Global particle flux balanceLocal / Global particle flux balance Multi machine comparisonMulti machine comparison
Realistic transport parameters for simulations of edge plasmasRealistic transport parameters for simulations of edge plasmasSOLEDGE 2D / SOLEDGE 3D SOLEDGE 2D / SOLEDGE 3D
Kelvin-Helmotz instabilityKelvin-Helmotz instability F. Schwander F. Schwander P1. 35 P1. 35
Multi-limiters SOL profilesMulti-limiters SOL profiles G. Ciraolo, L. Isoardi, H. Bufferand G. Ciraolo, L. Isoardi, H. Bufferand