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ADSA2014/Ameigs 29-09-14 Electron temperature from high-n Balmer series at JET: A question of “n” A. Meigs, M. O’Mullane, and E. Delabie (discussions of.

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Presentation on theme: "ADSA2014/Ameigs 29-09-14 Electron temperature from high-n Balmer series at JET: A question of “n” A. Meigs, M. O’Mullane, and E. Delabie (discussions of."— Presentation transcript:

1 ADSA2014/Ameigs 29-09-14 Electron temperature from high-n Balmer series at JET: A question of “n” A. Meigs, M. O’Mullane, and E. Delabie (discussions of future modelling EDGE2D/Eirene with Paula Belo and Mathias Groth) From Stark widths one can get estimate of electron density (ADAS2013, PSI2012, …) Presumably, given this knowledge of n e, then the line intensities or line ratio’s should give an estimate of T e (and possibly n n /n i )

2 ADSA2014/Ameigs 29-09-14 Questions Questions: What are the best set(s) of n-levels to measure? Is the “high-resolution” spectra (left) capable of giving T e estimate? (or even shifted to cover 9-2 to 14-2) Can we do better for T e by using a survey spectra? Are other effects (MAR) possibly important? How can we tell?

3 ADAS2014/Ameigs 29-09-14 KT3D Overview: Lines of sight Passive Divertor Spectroscopy Mirror-link  largest wavelength range of any JET diagnostic (200-1200nm) D influx and recycling profiles Recombination monitoring n e and T e in recombining divertor Impurity influx and profiles (Be, C, W, O, N, Ar…)

4 ADSA2014/Ameigs 29-09-14 Single Shell Model of Balmer Line Intensities Intensity of a Balmer transition u-2: Only 3-body recombination and electron impact excitation are considered (for now) Where: u = upper n-level for the transition n e = electron density n i = ion density n n = neutral density P u R (n e,T e ) = the recombination Photon Emission Coefficient from ADAS for a transition u-2 P u E (n e,T e ) = the excitation Photon Emission Coefficient from ADAS DL = the integration path length (assuming single shell model) Wrapper to ADF15 using file '/home/cxs/adas/adf15/pec12#h/pec12#h_balmer#h0.dat' so that recombination only and excitation only components could be retrieved. Too many unknown’s Needs full modelling codes to get at all parameters Can we reduce this set using line ratios

5 ADSA2014/Ameigs 29-09-14 Can we do better with line ratio’s (and which ones)? Where the second formula we have created a new variable a = n n /n i Assuming the single shell model is ok, then the line ratio removes: DL, linear n e (only n e now in PEC’s)

6 ADSA2014/Ameigs 29-09-14 Balmer Line Ratios: Further factoring makes apparent a “correction” term to the pure recombination ratio: So the relative size of this correction term depends on both the relative ratio of excitation to recombination for the u-state and the r-state. For a given a, a u-state dominated by recombination and a r-state driven more by excitation would provide the largest correction factor.

7 ADSA2014/Ameigs 29-09-14 ADAS Balmer Line Ratios: 12/6 5.7x

8 ADSA2014/Ameigs 29-09-14 ADAS Balmer Line Ratios: 9/6 2.9x

9 ADSA2014/Ameigs 29-09-14 Examples of Balmer Line Ratios: 12/9 1.6x

10 ADSA2014/Ameigs 29-09-14 Balmer Line Ratios: Measured in “Survey Spectra” 6-2 7-2 8-2 9-2 JET pulse: 80821 Ohmic Vertical outer strike point Gas ramp to density limit disruption. 13-2

11 ADSA2014/Ameigs 29-09-14 80821 Electron density from line shape

12 ADSA2014/Ameigs 29-09-14 80821 Intensity of the 10-2 Line and ratio 10-2/6-2 Intensity 10-2 transitionIntensity Ratio 10-2 to 6-2 Some ratios above ADAS recombination only results

13 ADSA2014/Ameigs 29-09-14 80821 Intensity of the 8-2 Line and ratio 8-2/6-2 Intensity 8-2 transition Intensity Ratio 8-2 to 6-2 More ratio’s above ADAS prediction Possible reasons for too large ratios: 1)For highest n’s (14-2, 13-2, maybe 12-2) near the continuum merging/limit: incomplete baseline subtraction 2)For both high-n and lower-n: other population mechanisms  MAR?

14 ADSA2014/Ameigs 29-09-14 80821 T e from fit to line ratios: 7-12 over 6 Naively perform fit of ratio’s as function of n considering as reference the 6-2 transition All fits suffer from low-n ratio discrepancy forcing high-n under-shoot of T e t= 59.42s Is the low-n discrepancy indicative of the contribution of excitation? Certainly, the excitation term would correct the ADAS values towards the n=7 and n-8 data.

15 ADSA2014/Ameigs 29-09-14 80821 T e from fit to line ratios: 7-12 over 6 t= 60.22s

16 ADSA2014/Ameigs 29-09-14 80821 T e from fit to line ratios: restrict N upper 9-12 t= 60.22s Still a small problem with n=9

17 ADSA2014/Ameigs 29-09-14 ADAS Balmer Ratio: 7/6

18 ADSA2014/Ameigs 29-09-14 80821 Look at individual ratios Infer T e thru interpolation: given a ratio, interpolate ADAS ratio to obtain T e (still using n e from line shape) Ensure no extrapolation beyond the T e grid passed to ADAS (T max = 10.0eV)  if result > max T e of grid, then T e = -1.0 Not (yet) ensuring that the ratio is in “useful range” or even above ADAS limit (extrapolation limit will get probably all of the above limit values) **After doing this I think the limit should have been ~3.0eV (but need to look at the individual ratio curves to find max)

19 ADSA2014/Ameigs 29-09-14 80821 Look at individual ratios 10/6 Electron density Zoomed away from x-point T e 10/6

20 ADSA2014/Ameigs 29-09-14 80821 Look at 9-12 fit vs individual ratios Comparison of Te from individual ratios 10/6,11/6, 9/6, 12/6 and the fitted 9-12 N-fit error bars are 2-s

21 ADSA2014/Ameigs 29-09-14 High resolution setting: 81469 L-mode Density Limit 1.46x

22 Ratio 11/10 ADSA2014/Ameigs 29-09-14 High res. setting: 81469 L-mode DL, Horizontal target 11-2 Intensity nene 12-2 Intensity Ratio 12/10 Restricted (for now) to 11-2 and 12-2 as 13-2 and 14-2 may not be “reliable” (later, this is questioned)

23 ADSA2014/Ameigs 29-09-14 High resolution setting: 81469 L-mode Density Limit T e from 11/10 T e from 12/10 Gibberish….. Why? Dn too small so dynamic range of ratio too restricted? Does horizontal target delocalize the measurement too much? Are MAR effects more important in this higher density plasma compared to the Ohmic case?

24 T e max= 4eV for inferred results ADSA2014/Ameigs 29-09-14 81469 n-fit 11/10 and 12/10 only vs infered 11/10,12/10 Large errors indicate one or other ratio at or near limits

25 ADSA2014/Ameigs 29-09-14 High resolution setting: 81469 L-mode Density Limit Ratio 12/10 The sky blue areas are above the ADAS limit

26 ADSA2014/Ameigs 29-09-14 81469: extend to 13-2 and 14-2 over 10-2… For fun, I thought to include 13-2 and 14-2 ratios….. Note: 13-2 may experience more of the continuum merging baseline which is not accounted for in current fits. 14-2 will have more of this baseline, plus it is under the Be III triplet! (how much to trust the intensity) Peak near strike point!

27 ADSA2014/Ameigs 29-09-14 81469 profiles versus time Nice correlation with ne versus time (but is it “just” a correlation) Are the fits believable yet? NO, I think not.

28 ADSA2014/Ameigs 29-09-14 Conclusions? And further work Conclusions: Survey spectra may allow some determination of electron temperature and possibly identify when excitation comes in; plus maybe n n /n i estimation Further work: 1.Check if 80821, a clean Ohmic plasma, has problems with 11/10 and 12/10 ratio’s in the survey spectra 2.Look at the 9-14 spectra (started but mixed results and way too many slides as it is) 3.Most measurements since ~Feb use the 9-14 spectral setting and where repeats are possible the 6-14 survey spectra is taken  Some H-mode plasmas fitted for ne but none looked at for line ratio’s 4.EDGE2D/Eirene (plasma modelling codes) have implemented simulation of the KT3 diagnostics lines of sight and have imported ADAS results to calculate the LOS-integrals for the high-n Balmer series (need to make sure the ADAS dataset is correct one)  Look at LOS-integrals and ratios from modelling codes compared to experimental results. 5.Nail down some constraints on the n-fit so that acceptable ranges are not exceeded and so that periods where the data ratio’s exceed the ADAS ratio’s are identified more easily 6.Look into the state of the art on MAR and see how to include it in the CR modelling of the Balmer populations. 7.For survey try to fit getting n n /n i from the 7/6 and 8/6

29 ADSA2014/Ameigs 29-09-14 Look at L-mode Vertical target: new range 9-14 85106 outer vertical target L-mode density limit

30 ADSA2014/Ameigs 29-09-14 Recombination only“Intensity” vs n for several T e Assuming recombination only Setting n i = n e

31 ADSA2014/Ameigs 29-09-14 9-14 for two densities

32 ADSA2014/Ameigs 29-09-14 Wrapper to ADF15 for high-n Balmer lines FUNCTION agm_readadf15_balmer, nupper, $ dens = dens, $ ;; input, if not present then ADAS grid returned te = te, $ ;; input, if not present then ADAS grid returned exciteonly = exciteonly, $ recombonly = recombonly, $ all = all, $ ;; if want 2D grid on Te and Ne values-- this is a ;;keyword to read_adf15. If not set then 1D results ;;numbering the smaller of Te and dens arrays verbose = verbose filename = '/home/cxs/adas/adf15/pec12#h/pec12#h_balmer#h0.dat'


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