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TRANSP user meeting, JET, 11/01/2008 1 TORIC/TRANSP simulations of ICRH heating of JET plasmas Summary of TORIC runs for JET (I. Voitsekhovitch) and discussion with TRANSP and ICRH experts (Yu. Baranov, J. Conboy, I. Jenkins, T. Johnson, D. Keeling, E. Lerche) Outline 1.Brief information about TORIC 2.TORIC namelist in TRANSP and TORIC related post-processing 3.Benchmarking of old and new TORIC versions 4.Benchmarking between TORIC and SPRUCE for minority heating 5.Fundamental D heating with TORIC 6.Mode Conversion simulations: comparison with TOMCAT & PION
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TRANSP user meeting, JET, 11/01/2008 2 What is TORIC? TORIC is a FLR full wave code. It solves Maxwell’s equations in the presence of plasma and wave antenna. It does this with a fixed frequency and a linear plasma response in a mixed spectral-finite element basis. The oscillating plasma current J P is considered as a moment of the perturbed particle distribution from the linearised Boltzmann eq. in the presence of the electric field from the excited wave. TORIC uses the FLR expansion to convert the vector integro-differential Maxwell equation with d/dt -i into a 6-order partial differential equation. This approximation retains the 2nd harmonic wave frequency and is 2nd order in i. TORIC works in combination with FP models (FPPMOD, SSFPQL, CQL3D). Refs: M. Brambilla, PPCF 41, 1, (1999) & M. Brambilla and T. Krucken, NF 28, 1813 (1988); D. G. Swanson, Phys. Fluids 24, 2035 (1981); P. T. Colestock and R. J. Kashuba, NF 23 763 (1983); J. C. Wright et al, PoP 11, 2473 (2004)
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TRANSP user meeting, JET, 11/01/2008 3 TORIC namelist in TRANSP NICRF=8 ! ICRF model switch ( 1=new SPRUCE; 5=old SPRUCE, 8=TORIC)... NMDTORIC=31! N of poloidal modes: N pol = 2 n -1, N pol is calculated for given n RFARTR=5.0! distance from antenna to Faraday shield, cm ANTLCTR=1.6! effective antenna propagation constant NFLRTR=1! ion FLR contributions, =1 included, =0 ignored ! NFLRETR=1! electron FLR contribution, was commented in RB namelist ! FLRFACTR=1.0! was commented in RB namelist NBPOLTR=1! poloidal magn. field, =1 included, =0 ignored NQTORTR=1! toroidal broadenning of plasma dispersion NCOLLTR=0! collisional contribution ENHCOLTR=1.0! electron collision enhancement factor ! ALFVNTR(20) ad hoc collisional broadenning of Alfven and ion-ion resonance ALFVNTR(1)=0.0! =1 included, =0 ignored ALFVNTR(2)=0.1! enhancement factor ALFVNTR(3)=3.0! value of abs((n//^2-S)/R) below which damping is added ALFVNTR(4)=5.0! value of abs(w/(k//*v_te)) below which damping is calculated ! needed to maintain reasonable values of RF current Suggested by Robert Budny, the convergency of simulations with this namelist for JET shot has been examined by MIT TORIC experts TORIC documentation: http://www.jet.efda.org/expert/transp/Toric/Manual/frame.htm Parameter variations for 66316 (H minority): RFARTR = 2 - 5, ANTLCTR = 1-1.6, ALFVNTR(1) = 0 - 1, ALFVNTR(3) = 3 - 10 no effect on ICRH deposition
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TRANSP user meeting, JET, 11/01/2008 4 Post-processing: The ICRH power deposition is transferred from TORIC to TRANSP by default. For more detailed information at given time steps (resonance positions and heating of different species for each antenna separately, wave fields, etc.) the following lines should be added to the namelist: FI_OUTTIM(1) = T1! T1 [s] is the time for first output FI_OUTTIM(2) = T2 ! T2 [s] is the time for second output etc. TMAX=9 Detailed results obtained with TORIC are saved in Imp.tgz file. Steps to extract the TORIC data: tar –xz –f Imp.tgz (extracts the files shot#runID_FI_TAR.GZ1 (2,3,etc.) & shot#runID_ICRF_TAR.GZ1 (2,3,etc.)) fi_gzn_unpack (creates directories shot#runID_fi & shot#runID_icrf. The shot#runID_icrf directory contains the files shot#runID_A#_n-1Ntor_toric5.msgs (fppdata, etc.), input equilibrium and plasma profiles. The routines gfpprf and xfpprf can be used to look at stored results)
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TRANSP user meeting, JET, 11/01/2008 5 Toric 4 / 5.2 Comparisons Toric 4.0 has been available for use with TRANSP for some years The latest Toric 5.2 code was obtained from Garching, and substituted for version 4 at the end of 2007. Regression testing uncovered a couple of bugs in the new code The current drive normalisation differs by 25% between Torics 4 & 5.2 ; it is still unclear which version is correct. These differences raise doubts about the effectiveness of any regression testing of the latest version of the code, prior to its release ( see also http://www.jet.efda.org/expert/transp/Toric/index.htm ). If the code is to play a significant role in analysis of the new ITER antenna at JET, then in house support by local ICRH experts will be required.
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TRANSP user meeting, JET, 11/01/2008 6 JET scenarios selected for benchmarking 1. H minority heating (66316): B T = 2.6 T, I pl = 2.6 MA, n l 2e19 m-3, T e0 4.8 keV 2. He3 minority heating in RS ITB plasma (69407): B T = 3.45 T, I pl = 2.5 MA, n l < 2.6e19 m-3, T e0 6.5 keV 3. Fundamental D heating (68731): B T = 3.3 T, I pl = 2 MA, nl 2.5e19 m-3 4. Mode Conversion, He3 minority, ITB (62077): B T = 3.25 T, I pl = 2.6 MA, nl < 3e19 m-3 66316 69407 68731 62077 ICRH NBI ICRH NBI LHCD NBI LHCD ICRH NBI
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TRANSP user meeting, JET, 11/01/2008 7 Benchmarking of old (TORIC/TRANSP) and new (TORIC/TRANSP) versions for H minority heating - Total electron and ion heating power in perfect agreement; - Strong disagreement for ICRH electron heating profile; - It comes from disagreement from power absorbed by minorities Pe at 6 s Pe at 7.4 s Pi at 6 s Pi at 7.4 s ICRH electron and ion power depositions Wave power deposition on minority Power from minority to electrons
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TRANSP user meeting, JET, 11/01/2008 8 Problem with resonance locations (ex. for 66316) Wave frequency of A2/A3/A4 = 46.16/46.7/ 46.52 Mhz From *****_toric5.msgs files Main D: A2: Fundam. resonance at X = -168.291 cm - outside the plasma on the HFS Harmonic resonance at X = -40.572 cm tangent to the surface r/a = 0.52 on the HFS Beam D: A2: Fundam. resonance at X = -168.291 cm - outside the plasma on the HFS Harmonic resonance at X = -40.572 cm tangent to the surface r/a = 0.52 on the HFS C impurity: A2: Fundam. resonance at X = -168.291 cm - outside the plasma on the HFS Harmonic resonance at X = -40.572 cm tangent to the surface r/a = 0.52 on the HFS … similar for A3 and A4 H minority: A2: Fundam. resonance at X = -40.572 cm tangent to the surface r/a = 0.520 on the HFS Harmonic resonance at X = 224.605 cm - outside the plasma on the LFS A3: Fundam. resonance at X = -43.822 cm tangent to the surface r/a = 0.553 on the HFS Harmonic resonance at X = 218.536 cm - outside the plasma on the LFS A4: Fundam. resonance at X = -42.743 cm tangent to the surface r/a = 0.542 on the HFS Harmonic resonance at X = 220.547 cm - outside the plasma on the LFS From *****tr.log file (simple estimation w/o Doppler shift): Antenna # 2: D harmonic 2 at R= 333.7 cm, D_MCfi harmonic 2 at R= 333.7 cm, C12_6 harmonic 2 at R= 333.7 cm, H_mino harmonic 1 at R= 333.7 cm. Antenna # 3: D harmonic 2 at R= 336.6 cm, D_MCfi harmonic 2 at R= 336.6 cm, C12_6 harmonic 2 at R= 336.6 cm, H_mino harmonic 1 at R= 336.6 cm. Antenna # 4: D harmonic 2 at R= 335.6 cm, D_MCfi harmonic 2 at R= 335.6 cm, C12_6 harmonic 2 at R= 335.6 cm, H_mino harmonic 1 at R= 335.6 cm.
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TRANSP user meeting, JET, 11/01/2008 9 Benchmarking of old (TORIC/TRANSP) and new (TORIC/TRANSP) versions for He3 minority heating Total Direct electron heating Direct ion heating Minority heating Electron heating profile at 7 s Ion heating profile at 7 s - disagreement for total electron, ion and minority heating power as well as in Pe & Pi deposition profiles; - discrepancy comes from different power absorbed on minority (like for 66316) However, there is perfect agreement for 68731 (fund. D heating) where minorities are not involved Fund. He3 resonance at r/a=0.15 HFS (msgs)
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TRANSP user meeting, JET, 11/01/2008 10 Effect of re-normalisation of quasi-linear operator (QLO) on power deposition for minority heating - ICRF wave codes specify both the damping power density on minority fast ions, and the 2D wave field (E+, polarization, k , kll). In theory, the QLO coefficients are fully determined by the wave field alone. - Because of differences in the representation of fast ion distribution between the FP model and wave code, the damping power implied by QLO from the wave field alone may not match the damping power expected by the wave code, and the integrated profile will not match the power- at-the-antenna that was specified to wave code. - FPPMOD operator re-normalises the original QL operator zone by zone while keeping the total power constant. Low and upper limits of normalisation constant are fixed in TRANSP. When the normalisation constant exceeds one of these limits it will be restricted by this limit, but then the power should be re-distributed along the radius to have the same total power. This creates the distortion of deposition profiles and shift of the maximum absorbed power with respect to real resonance location. old TORIC/TRANSP new TORIC/TRANSP PWAVEMIN (red) – power damped on minority calculated by TORIC; PQSLMIN (blue) – power obtained with non-normalised QLO in TRANSP; PQLNORM – power damped on minority after the normalisation of QLO (scaled by PWAVEMIN/PQSLMIN)
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TRANSP user meeting, JET, 11/01/2008 11 Update of FPPMOD routine Warning: user should check the normalisation of QLO (gfpprf xfpprf (last plot) or multigraph RFHMIN_H (or _HE)) and compare original profile of TORIC wave power deposited on minority, non-normalised QL operator profile and normalised QL operator by TRANSP FP module fppmod. The profiles FWAVMIN and FQLNORM should coincide. Immediate action: Doug added the minimum and maximum renormalization factors "min_qlnorm" and "max_qlnorm" in the FPPMOD namelist and raised the upper limit on the QL re-normalisation from 3 to 20. To change these in the FPPMOD namelist when running xfpprf from data saved with FI_OUTTIM(...): in addition to the values themselves one have to set mstate=1 to prevent the namelist changes from being overwritten by the "state file" which is used when xfpprf is run in this mode. Long-term action: include the limits for the normalisation constants in the TRANSP namelist
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TRANSP user meeting, JET, 11/01/2008 12 Benchmarking between TORIC and SPRUCE for H minority heating This benchmarking has been done with the same TRANSP version switching from SPRUCE to TORIC Direct electron heating Power to fast ions Direct ion heating Total power Power to minority Evolution of total powersPower deposition at 6.6 s Total absorbed power Direct electron heating Direct ion heating Minority heating Electron heating from minority Ion heating from minority
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TRANSP user meeting, JET, 11/01/2008 13 Different power deposition in all channels different electron and ion heating power profiles TORIC SPRUCE Electron heating power profile Ion heating power profile QLO TORIC 6.6 s SPRUCE
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TRANSP user meeting, JET, 11/01/2008 14 Benchmarking between TORIC and SPRUCE for He3 minority heating (I) Total Direct electron heating Direct ion heating Minority heating Evolution of total powersPower deposition at 7.5 s Total absorbed power Direct electron heating Direct ion heating Minority heating Electron heating from minority Ion heating from minority
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TRANSP user meeting, JET, 11/01/2008 15 Electron heating power profile Benchmarking between TORIC and SPRUCE for He3 minority heating (II) Ion heating power profile TORIC SPRUCE
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TRANSP user meeting, JET, 11/01/2008 16 Fundamental D heating with TORIC (I) Evolution of powers Total Direct ion heating Direct electron heating Fast ion Power deposition at 7.5 s Total Direct electron Fast ion Direct ion Minority Minority electrons Minority ions
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TRANSP user meeting, JET, 11/01/2008 17 Fundamental D heating with TORIC (II)
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TRANSP user meeting, JET, 11/01/2008 18 Mode Conversion case (62077) can be compared with TOMCAT [P. Mantica et al, PRL March 2006] Direct electron heating (FW) Minority heating Minority to electrons Minority to ions Fast ion & direct thermal ion heating Smaller time step should be used TORIC does not show mode conversion number of poloidal modes should be strongly increased
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TRANSP user meeting, JET, 11/01/2008 19 Effect of the number of poloidal mode: deposition profiles at minimum (red & pink) and maximum (blue & green) modulation amplitude obtained with NMDTORIC=31 (red & blue) and NMDTORIC=63 (pink & green) Total absorbed power Direct electron heating Fast ion heating (small) Direct ion heating Minority heating Minority to electrons Minority to ions - The results are weakly affected by the choice of poloidal modes; - Modulation affects direct electron and minority heating, but not the power given to electrons and ions from minority. Finally, only central electron heating is modulated
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TRANSP user meeting, JET, 11/01/2008 20 Electron and ion heating profiles at minimum (red & pink) and maximum (blue & green) modulation amplitude obtained with NMDTORIC=31 (red & blue) and NMDTORIC=63 (pink & green)
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TRANSP user meeting, JET, 11/01/2008 21 Summary of simulation results and discussion Effect of inaccurate re-normalisation of QLO has been found and re- normalisation has been improved, but users should always check the re- normalisation There is still a problem with resonance locations in *****.msgs file These problems were not seen in Cmod test case JET discharges contributed to regression test Large difference between TORIC and SPRUCE for minority heating case: negligible direct ion heating with TORIC (heating on second harmonic is not taken into account?), different heating profiles. Large and very localised central electron heating is not clear in ITB discharge. Benchmarking of SPRUCE and TORIC with the same number of modes is suggested. Fundamental heating – edge absorption? More shots with proper antenna frequencies should be tested. The study of this scenario by Ernesto shows that mainly beam ions are heated by ICRH. Mode Conversion – qualitatively in agreement with TOMCAT & PION, but wrong resonance location in *****.msgs file and no MC. Suggestion of ICRH experts: much larger number of poloidal modes (at least 200) should be used.
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TRANSP user meeting, JET, 11/01/2008 22 Conclusion of TRANSP and ICRH experts: TORIC does not provide an ‘off the shelf’ solution to analysing JET RF pulses. At present we cannot explain or solve the problems found in TORIC simulations of JET plasmas, or the observed differences between the ICRH codes In the opinion of those present, development of ICRH modelling for JET will require the full time attention of an ICRH expert.
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