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Status of Advanced Tokamak Modes for FIRE

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Title: Status of Advanced Tokamak Modes for FIRE


1
Status of Advanced Tokamak Modes for FIRE
  • C. Kessel, PPPL
  • NSO/PAC Meeting, MIT, January 17-18, 2001

2
Advanced Tokamak Modes for FIRE
  • AT modes could be divided into 4 major areas
  • Transient (significant inductive component)
  • Quasi-stationary (small if any inductive
    component)
  • Without external kink stabilization
  • With external kink stabilization

3
Advanced Tokamak Modes in FIRE
  • Transient AT modes
  • Current is all or mostly inductive, but could
    have insufficient non-inductive current component
    to fix q-profile
  • Value of q(min) and r/a(qmin) will be changing
  • These modes can only be maintained at desired
    parameters for approximately a few seconds
  • Even FIREs shortest flattop (20 s) will allow
    these modes to evolve significantly

4
Advanced Tokamak Modes in FIRE
  • Quasi-stationary AT modes
  • The safety factor profile is held by
    non-inductive current sources
  • Values of q(min) and r/a(qmin) dont change much
    during the flattop
  • Over the longest pulse lengths (about 45 seconds)
    only small variations in q profile occur

5
TSC Simulation of FIRE Burning AT Discharge
6
TSC Simulation of FIRE Burning AT Discharge
7
Advanced Tokamak Modes in FIRE
  • With no stabilization of the external kink mode
  • To maximize b, q(min) is roughly limited to
    1.2ltq(min)lt1.5 and 2.1ltq(min)lt2.3
  • Location of r/a(qmin) determines Ip achievable
  • Lower aspect ratios give slightly higher bN
    values (over range of A 3.0-4.5)
  • There is a pressure profile dependence to obtain
    the highest bN
  • Take lesser of 4li or 1.15bN(no wall) (typical
    of DIII-D experimental observations)

8
Reconstruction from TRANSP DIII-D AT Mode 98549
(t1.3 s)
Ip1.2 MA, Bt1.7 T, R1.6 m, a0.6 m, k1.93,
d0.65, q(0)1.9, q(min)1.63,q3.75,
li(1)0.94, li(3)0.71, bN3.25, b3.8, bN(no
wall)2.75, 4li3.76, 1.15bN3.16, fbs0.42,
stable with wall at 1.5
9
Advanced Tokamak Modes in FIRE
  • With stabilization of the external kink mode
  • Only stabilization of n1 mode, so n2 determines
    beta-limit, bN will rise (typical of an n1
    feedback system)
  • Stabilization of n1-3 or so, typical of ARIES-RS
    and ARIES-AT equilibria, leading to the highest
    possible bN and fbs values

10
FIRE AT Modes Bt8.5 T, A3.8, k1.9, d0.65
n(0)/ltngt1.5 balloon limited n1,2,3 checked
for n1 stabilized
11
FIRE AT Mode
r/a(qmin)0.8, qmin2.19, Ip5.4 MA, bN2.54,
I(LH)2.2 MA, fbs0.58
12
FIRE AT Mode
r/a(qmin)0.65, qmin2.12, Ip4.54 MA bN2.8,
I(LH)1.7 MA, fbs0.58
more broad pressure
13
FIRE AT Mode
r/a(qmin)0.65, qmin2.10, Ip4.5 MA, bN2.85,
I(LH)1.75 MA, fbs0.59
more peaked pressure
14
FIRE AT Modes Bt8.5 T, A3.8, k1.9, d0.65
n(0)/ltngt1.5 balloon limited n1,2,3 checked
for n1 stabilized
15
Advanced Tokamak Modes in FIRE
  • Issues for AT modes in burning plasmas
  • Ip must be high enough to avoid excessive ripple
    losses and AE losses
  • Want maximum Ip to provide longest confinement
    time
  • Want to avoid (3,2) and (2,1) NTMs (making
    qmingt2 more desirable than qminlt2)
  • Want to operate at low temperature to weaken
    AEs, but need high temperature for CD
  • Current profile shapes limited by CD sources
  • Want to provide Q5, so relying on alpha heating
    and bootstrap current

16
Conclusions
  • For no external kink stabilization, qmingt2
    appears to be most viable for minimizing CD power
    and avoiding NTMs, however, need higher bN and
    fbs
  • Approximately 2 MA of LHCD would be necessary
    which is about 30 MW (pending CD calculations)
  • Stabilization of the n1 kink would yield
    attractive configurations (n1 feedback) for
    qmingt2, and allow greater flexibility in choosing
    qmin
  • TSC simulations indicate we can create
    quasi-stationary plasmas for flattop burn

17
Future Work
  • Continue ideal MHD search for AT modes
  • Pressure profile variations
  • Finite edge densities, and H-mode edge conditions
  • n1 stabilized b-limits vs. qmin
  • Include LH profile from CD calculations
  • Examine DIII-D AT modes for FIRE
  • Observed edge and core conditions
  • Are ITBs present
  • Comparison of theory and observed b-limits
  • RWM feedback

18
Future Work
  • CD analysis
  • LH calculations to optimize frequency and n for
    penetration and efficiency
  • Feasibiliy of making ICRF ion heating system
    tunable and with phasable antenna for FWCD
  • Is another CD source necessary to drive current
    in the range 0.2 lt r/a lt 0.6 ECCD, HHFW
  • Continue TSC calculations with identified stable
    target equilibria
  • How to form quasi-stationary plasmas in the
    shortest time
  • Do coupled TSC/LSC simulations
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