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H-mode pedestal and threshold studies over an expanded operating space on Alcator C-Mod Presented by Amanda Hubbard With Contributions from J. Hughes, I. Bespamyatnov*, T. Biewer # , E. Edlund, M. Greenwald, B. LaBombard, L. Lin, Y. Lin, R. McDermott, M. Porkolab, J. Rice, W. Rowan*, J. Snipes, J. Terry, S. Wolfe, S. Wukitch and the Alcator C-Mod Group MIT Plasma Science and Fusion Center *Univ. Texas Fusion Research Center # Oak Ridge National Laboratory Research supported by U.S. Dept. of Energy APS-DPP Meeting, Philadelphia 31 October 2006
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Page 1: H-mode pedestal and threshold studies over an expanded ... › research › alcator › ...H-mode pedestal and threshold studies over an expanded operating space on Alcator C-Mod Presented

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H-mode pedestal and threshold studies over an expanded operating space on

Alcator C-ModPresented by Amanda Hubbard

With Contributions from J. Hughes, I. Bespamyatnov*, T. Biewer#, E. Edlund,

M. Greenwald, B. LaBombard, L. Lin, Y. Lin, R. McDermott, M. Porkolab, J. Rice, W. Rowan*, J. Snipes, J. Terry,

S. Wolfe, S. Wukitchand the Alcator C-Mod Group

MIT Plasma Science and Fusion Center*Univ. Texas Fusion Research Center

#Oak Ridge National LaboratoryResearch supported by U.S. Dept. of Energy

APS-DPP Meeting, Philadelphia31 October 2006

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���OUTLINE

• Introduction – Overview of H-mode regimes and

prior pedestal results

• Influence of magnetic field B on– L-H threshold– Pedestal scalings– H-mode operating space, regimes

• Role of field and current direction– Review of results on configuration

dependence– Flows and L-H thresholds with

reversed field, current – Edge profile evolution in L-mode– Pedestals with reversed field

• Summary

Motivation:H-mode profiles are ‘stiff’; Stored energy W proportional to pe,ped, across all the operating space discussed.

0.0 0.5 1.0 1.5 2.0pe,95 (1023eV m-3)

0

50

100

150

200

250

Sto

red

Ene

rgy

(kJ)

Reversed BT

BT=7-8 T

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���Several H-mode regimes obtained on C-Mod

ELM-free H-mode• Low particle

transport, transient H-modes.

(a)

(b)

(c)

(d)

(e)

(f)

(g)

(h)

(i)

(j)

(k)

(l)

(m)

(n)

(o)

Enhanced D-Alpha (EDA)

• Quasicoherent mode leads to steady ne.

• Favored by higher q, ν*.

Small (“Type II”?) ELMs• Small ELMs on top of high Dα.• Occurs at higher pressure than

EDA.• Also gives steady ne.

Discrete ELMs(not shown)

• Recent observation, will be focus of talk by J. Terry, thissession.

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High-resolution diagnostics measure pedestal electron profiles and ionization rates

• Key diagnostic is Edge TS– Top view, 1.5 mm δR,

16 ms δt.– ECE used for faster Te.

• SOL profiles from scanning probes.

• Dα profiles from camera enable derivation of neutral and ionization rate profiles, key to fueling and nepedestal.– Find LD ≤ Lne <λion, λCX

• Diffusivity Deff derived from source, ne profiles. – Find Deff “well” in

pedestal, decreasing with higher Ip.

Edge Thomson + scanning probes

Inverted Dαbrightness from tangential camera

nD, Sioncomputed from aboveIonization

rate

Neutraldensity

D-alphaemissivity

Electrondensity

Electrontemperature

-10 0R - RLCFS (mm)

-20 10 20

0 1020

m-3

123

keV

0.0

0.2

0.4

kW

m-3

02

4

m-3

1016 1017 1018

0.0

0.2

0.4

1024

m-3s

-1

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���Key prior pedestal scalings (mainly at B=5.4 T)

Hughes, PoP 2006,IAEA 2006

• Strong correlation of nped with Ip, weaker dependence on neutral source.– Gas puffing has little effect in strong barriers, ie high Ip H-modes. – SOL largely opaque to neutrals in these cases.

• Narrow ne, Te, pe pedestal widths (∆ ~2-5 mm). – Little systematic variation with Ip, ne etc.

Base casePuffed with ~15 torr-L

n e (10

20m

-3)

-10 0R - RLCFS (mm)

-15 -5 -10 0R - RLCFS (mm)

-5 -10 0R - RLCFS (mm)

-5 -10 0R - RLCFS (mm)

-5

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• Strong correlation of nped with Ip, weaker dependence on neutral source.– Gas puffing has little effect in strong barriers, ie high Ip H-modes. – SOL largely opaque to neutrals in these cases.

• Narrow ne, Te, pe pedestal widths (∆ ~2-5 mm). – Little systematic variation with Ip, ne etc.

1 10 1000

2

4

6

8

10

12

ν*

αMHD

Key prior pedestal scalings (mainly at B=5.4 T)

• pped, ∇pe scale with Ip2.– Soft limit with higher αMHD at lower

ν*.– Suggests critical gradient

behaviour in pedestal as in SOL.

EDA H-modes

Hughes, PoP 2006,IAEA 2006

Base casePuffed with ~15 torr-L

n e (10

20m

-3)

-10 0R - RLCFS (mm)

-15 -5 -10 0R - RLCFS (mm)

-5 -10 0R - RLCFS (mm)

-5 -10 0R - RLCFS (mm)

-5

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2005-6 campaigns expanded H-mode parameter space

• C-Mod uses exclusively RF heating, primarily 6 MW ICRF.

• BT range for near-central heating constrained by fRF.

• 2.6 < BT < 8 T enabled by variable fRF (50-80 MHz), and D(He3) as well as D(H) heating.

• 0.4 < Ip <1.7 MA, 2.6 < q95 < 9.5– Can now better separate Ip,

q dependences.

• Also a 2006 mini-campaign with reversed Ip, BT at 5.4 T, 0.8 MA.

ITER BT5.3 T

q 95 ~

10

q 95 ~

7

q 95 ~

5

q 95 ~ 3.5

q95 ~ 2.5

Effective range of priorscaling studies

Recent extensions to parameter space

Pedestal data obtainedNormal B dir. Reversed B

0.0Ip (MA)

0.5 1.5 2.01.0

BT (T)

0

2

4

6

8

10

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���As expected, L-H thresholds increase with BT

• Total power thresholds for L-H transition are 2.7-5 MW for 8 T, vs typically 1-2 MW for 5.4 T.

• Edge Te is also substantially higher at transition, ~ 300-450 eV vs100-200 eV.– Higher edge Te, lower ν*

at L-H transition likely affects the n-T trajectory of the following high field H-modes.

0 2 4 6 8 100

2

4

6

Pth

resh

(M

W)

L-H Power threshold

5.4 T, 0.8 MA

7.9 T, 0.9-1.3 MA

0 2 4 6 8 10BT (T)

0

200

400

600

Te,

95 (

eV)

Te,95 at L-H

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0.0 1.0 2.0 3.0

n (10 m )20 -3

e,ped

0

2

4

6

8

10∆ (mm)

n0.46 MA

0.77 MA

0.98 MA

Extended scalings confirm pedestal widths are insensitive to BT, Ip

• Bulk of pressure width data ~2-5 mm over 2.6-8 T, 0.4-1.7 MA.– Rules out ρpol, ρtor scalings of pedestal width.

0 2 4 6 8 10Toroidal field B (T)

0

2

4

6

8

10P

ress

. Ped

esta

l Wid

th (

mm

)

0.0 0.5 1.0 1.5 2.0Plasma Current Ip (MA)

0

2

4

6

8

10

Pre

ss. P

edes

tal W

idth

(m

m)

• Exception is at lowest Ip(and nped) where ∆ increases.– Correlated with deeper

neutral penetration depth LDand may represent a fueling effect as on lower n devices.

∆p vs BT ∆p vs Ip

BT =5.4 T

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High B H-modes have same pedestal pressure as lower field cases, but higher Tped

• At given Ip, pressure pedestal profiles are independent of B, ie. αMHD~const. (even though most discharges do not have evident MHD).

• Stored energy, τE are also the same, since profiles remain “stiff”.

• Balance between T, n shifts.– High Te at L-H may contribute.

High Bnped lower

Tped higher

pe(r)~same

0

1

2

3

4

ne (

10

20 m

-3)

5.4T, 1.2 MA7.9T, 1.2 MA

0.0

0.2

0.4

0.6

T e (eV

)

-10 -5 0 5R - R

LCFS (mm)

0

5

10

15

20p

e (k

Pa)

1050624022

1060426015

0 1 2 3 4Density Pedestal (1020m-3)

0

200

400

600

Te

pede

stal

(eV

)

BT ~ 5.4 TBT ~ 8 T

p=constIp=1.2 MA

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���Higher B discharges therefore have lower ν*ped

• 7.9 T H-modes tend to be shorter, with ne rising.

• Most to date are ELM-free, not EDA.– These cases had lower ν*

and/or lower αMHD than typical EDA.

• Some discharges at high α, q95 had weak quasi-coherent modes, but not steady ne.– These have low ν* but

higher αMHD , continuing prior trends and extending EDA operation space.

ν*ped computed taking Zeff=1, lower bound

0 2 4 6 8 10ν*ped

0

5

10

15

20

α MH

D

BT 4.5-6 T, EDA

BT~8T, weak QC

BT~8T, ELM-free

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0.0 0.5 1.0 1.5 2.0Plasma Current Ip (MA)

0

1

2

3

4

Ped

esta

l Den

sity

(10

20m

-3)

BT 2.6-6.3 T

BT 7.5-8 T

nped is still linked to current. But, at high B, scales better with q95.

0 2 4 6 8 10q95

0

1

2

3

4

Ped

esta

l Den

sity

(10

20m

-3)

BT 5-6.3 TBT 7.5-8 T

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0 2 4 6 8 10q95

0

1

2

3

4

Ped

esta

l Den

sity

(10

20m

-3)

BT 5-6.3 TBT 7.5-8 T BT 2.6-4 T

0.0 0.5 1.0 1.5 2.0Plasma Current Ip (MA)

0

1

2

3

4

Ped

esta

l Den

sity

(10

20m

-3)

BT 2.6-6.3 T

BT 7.5-8 T

nped is still linked to current. But, at high B, scales better with q95.

The key result in all B ranges is that for high n and strong transport barriers, nped is not an easily controlled independent variable.– Largely determined by target plasma n, I, B.– Target n is constrained when available power is near Pthresh.– Low gas fueling efficiency, related to opaque SOL. – Transport sets ne gradient.– Potential issues for ITER H-mode scenarios.

Low B npeddata do not fit q95scaling; clearly more complex.

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Influence of Magnetic Field Direction and Configuration

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���SOL flows appear linked to the changes in

L-H threshold with configuration

• Well-known that L-H power threshold is ~2x HIGHER with Bx∇B drift away from active x-point. Tedge is also higher.

• Prior C-Mod experiments found strong parallel flows in inner SOL, reversing with USN vs LSN configuration. These affect core toroidal rotation Vtor(0).

• In unfavorable (USN) case, starts with more counter-current rotation, apparently further from L-H threshold conditions.– In all cases, flows and Vtor

increment co-current with increasing power and pressure. (no ext torque)

• L-H transition occurs at similar rotation values in each case, but requires more power in USN than LSN.

– Likely linked to differences in Er, shear.

-40

0

40

1 2 3 4

Core Rotation

SOL, near separatrix

1 2 3 4

0

20

Total Input Power (MW)

1 4

Toro

idal

Vel

ocity

(km

s-1

)

Lower NullUpper Null

L H(at transition)

Results consistent with SOL flows causing the differences in Pthresh with configuration (not necessarily the transition itself).

LaBombard, Nucl. Fus. 2004, PoP 2005

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Reversing B and Ip removes ambiguities in comparing different magnetic configurations

C-Mod has only one (lower) “divertor” structure. This means:

• Upper tile configuration is more open than lower, not designed for high heat flux.

• LSN and USN shapes were not exactly symmetric.

Do these effects contribute to the observed differences in SOL, flows/rotation, profiles, threshold?

To find out, reversed I and B to compare in SAME configuration:

“Reverse B” has ion Bx∇B drift upward.

“Normal B” has drift downward.

C

G

D

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Key results confirmed by field reversal:Inner SOL flows are unaffected by I, B direction

Details in LaBombardtalk JO1/4Tues pm.

Parallel Flow in High-Field Side SOL2 mm outside separatrix

Para

llel F

low

Mac

h N

umbe

r

Bx B Bx B

0.5 1.0 1.5 2.0 2.5 3.0-1.0

-0.5

0.0

0.5

1.0

ne (1020 m-3)

Ip Ip

• Flow direction depends only on X-point location, NOT Bx∇B.Consistent with transport-driven flux. Similar Mach No. in forward, reversed B.

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Key results confirmed by field reversal:Inner SOL flows are unaffected by I, B direction

• But, since Ip is also reversed, flows are counter-Ip when Bx∇B is away from the X-point (‘unfavorable’), co-Ip in favorable cases.

Details in LaBombardtalk JO1/4Tues pm.

Parallel Flow in High-Field Side SOL2 mm outside separatrix

Para

llel F

low

Mac

h N

umbe

r

Bx B Bx B

0.5 1.0 1.5 2.0 2.5 3.0-1.0

-0.5

0.0

0.5

1.0

ne (1020 m-3)

Ip Ip

• Flow direction depends only on X-point location, NOT Bx∇B.Consistent with transport-driven flux. Similar Mach No. in forward, reversed B.

Unfavorablefor H-mode

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0 1 2 3-60-40-20

0204060

Ohm

ic V

tor (

km/s

)

Ohmic Vtor

0 1 2 30

1

2

3

4

Pth

resh

(M

W)

L-H P thresholdReverse BForward B

0 1 2 3n---e (1020 m-3)

0200

400

600

8001000

Te,

95 (

eV) Te,95 at L-H

Key results confirmed by field reversal:L-H Thresholds higher in Reversed B LSN

• Ohmic core rotation is more counter-Ip in reversed field LSN.– Co-Ip increment when power,

pressure increase.

• LSN power thresholds are much higher (2.7-3.7 MW) - “unfavorable”– Usual variability with wall

conditions.

• Threshold temperatures and gradients are also much higher (>400 eV), particularly near low nelimit.– Limit varies between

campaigns.

Co-IpForward B

Co-IpReverse B

LSN, 5.4 T

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0.0

89P

0

20 Vtor (0) (km/s)Vpol,edge x2

0.0

0.4

0.0

1.5

3.0

ne,95

0.8

Te , r/a=0.97 (keV) Ti , edge chord

0.65 0.70 0.75 0.80 0.85time (s)

0

2Dα

τE,L

0.65 0.70 0.75 0.80 0.85

40

HHITER89P

W

MHD(kJ)

ne (1020 m-3)

L H

ICRF on, P=3.4 MW

1

2

01

2

3

40

50

100

150

Edge Te(r) with unfavorable drift shows interesting evolution before L-H transition

• Edge Te profiles evolve on a slow time scale, 3-4 τE.

• Often a “break-in-slope” in Te(t), ∇T ~40 ms before L-H.– Two-phase H-mode transition?

• Steep Te gradients develop, beforechanges in ∇ne & Dα (the classic “L-H”) transition.

• Vtor(0) steadily reduces. – Smaller change in edge Vpol.

• Stored energy W, H-factor also increase gradually, H89P to 1.6 in L-mode.

• This L-mode evolution is NOT seen in favorable drift direction, even with high L-H thresholds (eg, 8 T).

• It is similar to behavior seen in AUG ‘Improved L-mode’ with unfavorable drifts. (Ryter, PPCF 1998).

Te break in slope

Co-Ip

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0.0

0.5

1.0

1.5

2.0

ne (

10

20m

-3)

Ohmic

Pre L-H

H-mode

0.0

0.2

0.4

0.6

Te (

ke

V)

-10 -5 0 5R - RLCFS (mm)

-300

-200

-100

0

Gra

d p

e/n

e (

ke

V/m

)

1060601029

“Pedestal” in Te develops prior to L-H transition

• Preliminary measurements from ambient B+4 spectroscopy near topof pedestal indicate that total Erdoes not change substantially until the L-H transition.– However, do not resolve the

region of steepest ∇Te.

• Te, pe gradients develop before L-H over a narrower region (~2 mm) than in later H-mode. – ∇pe/ne up to 200 keV/m!

∇pe/ne

ne

Te

CX details in Bespamyatnov, QP1/56,McDermottQP1/57Wed pm

-10 -5 0 5R - RLCFS (mm)

Er (k

V/m

)

-100

100

-200

200

0

Ohmic

Pre L-H

H-mode

Early L-mode

meas chords

Er

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Steady decrease in edge χeff is accompanied by changes in turbulent fluctuations

• Gradual decrease in magnetic fluctuations at outboard side, strongest in ~50-100 kHz band, accompanies 60% drop in edge χeff from power balance. Also a broadening, fluctuation increase at f>150 kHz; – Net decrease in integrated (5-250 kHz) during evolution is ~46% – Upshift but little change in net ne fluctuations by PCI (top view).

• Further sharp decreases in all fluctuations, and in χeff , at L-H transition.

L H

Te break in slope

condeff

e eff

P2kn T

χ =∇

0.97<ψ<1.0

PCI

Magnetics

Time(s)

B

time (s)

0.70 0.75 0.80 0.85 0.900.0

0.2

0.4

0.6

edge χ

eff (

m2/s

)

0.44 m2/s

0.8

B, 50-100 kHz band.

edge χeff

0.17

0.03 m2/s

B (a.u.).

5

10

15

20

L H

Break-

in slope

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0 20 40 60 80 100 120 (keV/m)

0

1

2

3

4

5

Q/A

ne (

10

W

m)

-15

∇Te

0.44 m2/s

χL

χLH

χH

0.17

0.03 m2/s

m2/s

Early

L-Mode

L

H-Mode

H

time trajectory + = 2 ms

Pre-LH evolution is consistent with a “soft” transition

• Edge flux-gradient plot shows gradual increase in ∇T with near-constant Q, ne, after ‘break-in-slope’, – Appears to be a ‘soft’, second

order transition, as would result from –ve dependence of χ on T or ∇T.

– Contrasts with L-H transition, which is a rapid first order bifurcation.

– Consistent with the gradual decrease in turbulence.

• Regime may help identify which modes contribute to edge transport.

• Transport phenomenon has globally similar features to the ‘Intermediate Mode’ regime seen on DIII-D but no evidence of “bursty” fluctuations or fluxes. (Colchin, PRL 2002).

• More similar to ‘Improved L-mode’ on AUG with unfavorable drifts.

• Regime might be attractive as starting point for advanced scenarios: H~1.6, but low density.

GradientFl

ux

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H-mode pedestals in unfavorable configuration have lower nped, ν*

• In fully developed H-mode, pedestals in Reverse B LSN (unfavorable drift) tend to have lower n, higher T (up to 900 eV) than Forward B LSN with similar I, B, target ne. Pedestal widths, pressures are similar.– This leads to lower collisionality pedestals, 0.25 < ν*ped <2.5

• Dimensionless pedestal space (αMHD vs ν*ped) is quite similar to Forward B 8 T H-modes. Common feature in both cases is a high power and temperature (lower ν*) at the L-H threshold. Is the initial condition determining the final operating point?

Pedestal details in Hughes QP1/44 Wed pm

QC Mode details in Czieglertalk JO1/7 Tues pm,Lin QP1/63.

0 1 2 3Density Pedestal (m-3)

0

200

400

600

800

1000

1200

Te

pede

stal

(eV

)

For BT

Rev BT

p=const

BT=5.4 T, Ip=0.8-0.9 MA

0 2 4 6 8 10ν*ped

0

5

10

15

20

α MH

D

5.4 T, 0.8 MA7.9 T Rev BT, 5.4 T

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• C-Mod H-modes studies have been extended to high field (7.9 T) and to reversed (unfavorable) field and current direction.

• In both cases, power and edge Te H-mode thresholds are increased. – Pedestal widths, pressure limits, confinement ~ same.

• With strong barrier and opaque SOL, pedestal density is largely set by target I, B, n. Target n is constrained when Pthresh high. ITER may well be similar in these regards. Parameters at the L-H threshold affect the final H-mode.– Tped is higher and nped lower at high B and Reversed B. ⇒ Lower ν*.

• Reversed field results are consistent with SOL flows affecting threshold.• In unfavorable case, strong gradients in Te develop well before L-H transition in

particle confinement. Gradual decrease in χ is accompanied by changes in fluctuations.– Regime of interest for edge transport physics, and perhaps for future use in

advanced scenarios.

• 2007 experiments will exploit new cryopump to expand low ν* operation, and extend high field H-modes to higher Ip and PRF.

Summary: H-mode studies over expanded operating space on Alcator C-Mod


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