53 research outputs found
Micro ion beam analysis for the erosion of beryllium marker tiles in a tokamak limiter
- Author
- Abhangi M
- Abreu P
- Aftanas M
- Afzal M
- Aggarwal KM
- Aho-Mantila L
- Ahonen E
- Aints M
- Airila M
- Albanese R
- Alegre D
- Alessi E
- Aleynikov P
- Alfier A
- Alkseev A
- Allan P
- Almaviva S
- Alonso A
- Alper B
- Alsworth I
- Alves D
- Ambrosino G
- Ambrosino R
- Amosov V
- Andersson Sunden E
- Andersson F
- Angelone M
- Anghel A
- Anghel M
- Angioni C
- Appel L
- Apruzzese G
- Arena P
- Ariola M
- Arnichand H
- Arnoux G
- Arshad S
- Asakura NN
- Ash A
- Asp E
- Asunta O
- Atanasiu CV
- Austin Y
- Avotina L
- Axton MD
- Ayres C
- Bachmann C
- Baciero A
- Baiao D
- Bailescu V
- Baiocchi B
- Baker A
- Baker RA
- Balboa I
- Balden M
- Balshaw N
- Bament R
- Banks JW
- Baranov YF
- Barlow IL
- Barnard MA
- Barnes D
- Barnsley
- Baron Wiechec A
- Baruzzo M
- Basiuk V
- Bassan M
- Bastow R
- Batista A
- Batistoni P
- Bauer R
- Bauvir B
- Bazylev B
- Beal J
- Beaumont PS
- Becoulet A
- Bednarczyk P
- Bekris N
- Beldishevski M
- Bell K
- Belli F
- Bellinger M
- Belo JK
- Belo P
- Belonohy E
- Benterman NA
- Bergsaker H
- Bergsaker H
- Bernardo J
- Bernert M
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- Beurskens MNA
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- Bielecki J
- Biewer T
- Bigi M
- Bilkova P
- Binda F
- Bizarro JPS
- Bjorkas C
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- Blackman TR
- Blanchard P
- Blanco E
- Blatchford P
- Bobkov V
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- Bodnar G
- Bogar O
- Bolzonella T
- Boncagni L
- Bonham R
- Bonheure G
- Boom J
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- Botrugno A
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- Boulting P
- Bovert KV
- Bowden M
- Bower C
- Boyce T
- Boyer HJ
- Bradshaw JMA
- Braic V
- Breizman B
- Bremond S
- Brennan PD
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- Brezinsek S
- Bright MDJ
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- Broeckx W
- Brombin M
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- Carralero D
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- Carvalho I
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- Chandra D
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- Chapman IT
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- Chernyshova M
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- Wiesen S
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- Publication venue
- 'Elsevier BV'
- Publication date
- 01/01/2019
- Field of study
Beryllium limiter marker tiles were exposed to plasma in the Joint European Torus to diagnose the erosion of main chamber wall materials. A limiter marker tile consists of a beryllium coating layer (7-9 mu m) on the top of bulk beryllium, with a nickel interlayer (2-3 mu m) between them. The thickness variation of the beryllium coating layer, after exposure to plasma, could indicate the erosion measured by ion beam analysis with backscattering spectrometry. However, interpretations from broad beam backscattering spectra were limited by the non-uniform surface structures. Therefore, micro-ion beam analysis (mu-IBA) with 3 MeV proton beam for Elastic back scattering spectrometry (EBS) and PIXE was used to scan samples. The spot size was in the range of 3-10 mu m. Scanned areas were analysed with scanning electron microscopy (SEM) as well. Combining results from mu-IBA and SEM, we obtained local spectra from carefully chosen areas on which the surface structures were relatively uniform. Local spectra suggested that the scanned area (approximate to 600 mu m x 1200 mu m) contained regions with serious erosion with only 2-3 mu m coating beryllium left, regions with intact marker tile, and droplets with 90% beryllium. The nonuniform erosion, droplets mainly formed by beryllium, and the possible mixture of beryllium and nickel were the major reasons that confused interpretation from broad beam EBS
First principles and integrated modelling achievements towards trustful fusion power predictions for JET and ITER
- Author
- Abduallev S
- Abhangi M
- Abreu P
- Afanasev V
- Afzal M
- Aggarwal KM
- Ahlgren T
- Aho-Mantila L
- Aiba N
- Airila M
- Alarcon T
- Albanese R
- Alegre D
- Aleiferis S
- Alessi E
- Aleynikov P
- Alkseev A
- Allinson M
- Alper B
- Alves E
- Ambrosino G
- Ambrosino R
- Amosov V
- Andrews R
- Angelone M
- Anghel M
- Angioni C
- Appel L
- Appelbee C
- Arena P
- Ariola M
- Arshad S
- Artaud J
- Arter W
- Asakura NN
- Ash A
- Ashikawa N
- Aslanyan V
- Asunta O
- Asztalos O
- Auriemma F
- Austin Y
- Avotina L
- Axton M
- Ayres C
- Bache TW
- Baciero A
- Baiao D
- Balboa I
- Balden M
- Balshaw N
- Bandaru VK
- Banks J
- Banon-Navarro A
- Baranov Y
- Baranov YF
- Barcellona C
- Barnard T
- Barnes M
- Barnsley R
- Baruzzo M
- Basiuk V
- Bassan M
- Bastow R
- Batista A
- Batistoni P
- Baumane L
- Bauvir B
- Baylor L
- Beaumont PS
- Beckers M
- Beckett B
- Bekris N
- Beldishevski M
- Bell K
- Belli F
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- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
Predictability of burning plasmas is a key issue for designing and building credible future fusion devices. In this context, an important effort of physics understanding and guidance is being carried out in parallel to JET experimental campaigns in H and D by performing analyses and modelling towards an improvement of the understanding of DT physics for the optimization of the JET-DT neutron yield and fusion born alpha particle physics. Extrapolations to JET-DT from recent experiments using the maximum power available have been performed including some of the most sophisticated codes and a broad selection of models. There is a general agreement that 11-15 MW of fusion power can be expected in DT for the hybrid and baseline scenarios. On the other hand, in high beta, torque and fast ion fraction conditions, isotope effects could be favourable leading to higher fusion yield. It is shown that alpha particles related physics, such as TAE destabilization or fusion power electron heating, could be studied in ITER relevant JET-DT plasmas
Radial variation of heat transport in L-mode JET discharges
- Author
- Abduallev S
- Abhangi M
- Abreu P
- Afzal M
- Aggarwal KM
- Agostini FD
- Ahlgren T
- Ahn JH
- Aho-Mantila L
- Aiba N
- Airila M
- Albanese R
- Aldred V
- Alegre D
- Alessi E
- Aleynikov P
- Alfier A
- Alkseev A
- Allinson M
- Alper B
- Alves E
- Ambrosino G
- Ambrosino R
- Amicucci L
- Amosov V
- Angelone M
- Anghel M
- Angioni C
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- Wischmeier M
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- Zhang W
- Zhou Y
- Zilli E
- Zoita V
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- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
In this paper, we analyze heat transport in the JET tokamak using data from its high resolution ECE diagnostic and analyses based on the transfer entropy (TE). The analysis reveals that heat transport is not smooth and continuous, but is characterized by 'trapping regions' separated by `minor transport barriers'. Meat may 'jump over' these barriers and when the heating power is raised, this 'jumping' behavior becomes more prominent. To check that our results are relevant for global heat transport, we deduced an effective diffusion coefficient from the TE results. Both its value and overall radial variation are consistent with heat diffusivities reported in literature. The detailed radial structure of the effective diffusion coefficient was shown to be linked to the mentioned minor transport barriers
EDGE2D-EIRENE simulations of the influence of isotope effects and anomalous transport coefficients on near scrape-off layer radial electric field
- Author
- Abduallev S
- Abhangi M
- Abreu P
- Afzal M
- Aggarwal KM
- Agostini FD
- Ahlgren T
- Ahn JH
- Aho-Mantila L
- Aiba N
- Airila M
- Albanese R
- Aldred V
- Alegre D
- Alessi E
- Aleynikov P
- Alfier A
- Alkseev A
- Allinson M
- Alper B
- Alves E
- Ambrosino G
- Ambrosino R
- Amicucci L
- Amosov V
- Angelone M
- Anghel M
- Angioni C
- Appel L
- Appelbee C
- Arena P
- Ariola M
- Arnichand H
- Arshad S
- Asakura NN
- Ash A
- Ashikawa N
- Aslanyan V
- Asunta O
- Auriemma F
- Austin Y
- Avotina L
- Axton MD
- Ayres C
- Bacharis M
- Baciero A
- Baiao D
- Bailey S
- Baker A
- Balboa I
- Balden M
- Balshaw N
- Bament R
- Banks JW
- Baranov YF
- Barnard MA
- Barnes D
- Barnes M
- Barnsley R
- Baruzzo M
- Basiuk V
- Bassan M
- Bastow R
- Batista A
- Batistoni P
- Baughan R
- Bauvir B
- Baylor L
- Bazylev B
- Beal J
- Beaumont PS
- Beckers M
- Beckett B
- Becoulet A
- Bekris N
- Beldishevski M
- Bell K
- Belli F
- Bellinger M
- Belonohy E
- Ben Ayed N
- Benterman NA
- Bergsaker H
- Bernardo J
- Bernert M
- Berry M
- Bertalot L
- Besliu C
- Beurskens M
- Bieg B
- Bielecki J
- Biewer T
- Bigi M
- Bilkova P
- Binda F
- Bisoffi A
- Bizarro JPS
- Bjorkas C
- Blackburn J
- Blackman K
- Blackman TR
- Blanchard P
- Blatchford P
- Bobkov V
- Boboc A
- Bodnar G
- Bogar O
- Bolshakova I
- Bolzonella T
- Bonanomi N
- Bonelli F
- Boom J
- Booth J
- Borba D
- Borodin D
- Borodkina I
- Botrugno A
- Bottereau C
- Boulting P
- Bourdelle C
- Bowden M
- Bower C
- Bowman C
- Boyce T
- Boyd C
- Boyer HJ
- Bradshaw JMA
- Braic V
- Bravanec R
- Breizman B
- Bremond S
- Brennan PD
- Breton S
- Brett A
- Brezinsek S
- Bright MDJ
- Brix M
- Broeckx W
- Brombin M
- Broslawski A
- Brown DPD
- Brown M
- Bruno E
- Bucalossi J
- Buch J
- Buchanan J
- Buckley MA
- Budny R
- Bufferand H
- Bulman M
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- Bunting P
- Buratti P
- Burckhart A
- Buscarino A
- Busse A
- Butler NK
- Bykov I
- Byrne J
- Cahyna P
- Calabro G
- Calvo I
- Camenen Y
- Camp P
- Campling DC
- Cane J
- Cannas B
- Capel AJ
- Card PJ
- Cardinali A
- Carman P
- Carr M
- Carralero D
- Carraro L
- Carvalho BB
- Carvalho I
- Carvalho P
- Casson FJ
- Castaldo C
- Catarino N
- Caumont J
- Causa F
- Cavazzana R
- Cave-Ayland K
- Cavinato M
- Cecconello M
- Ceccuzzi S
- Cecil E
- Cenedese A
- Cesario R
- Challis CD
- Chandler M
- Chandra D
- Chang CS
- Chankin A
- Chankin AV
- Chapman IT
- Chapman SC
- Chernyshova M
- Chitarin G
- Ciraolo G
- Ciric D
- Citrin J
- Clairet F
- Clark E
- Clark M
- Clarkson R
- Clatworthy D
- Clements C
- Cleverly M
- Coad JP
- Coates PA
- Cobalt A
- Coccorese V
- Cocilovo V
- Coda S
- Coelho R
- Coenen JW
- Coffey I
- Colas L
- Collins S
- Conka D
- Conroy S
- Conway N
- Cook SPH
- Coombs D
- Cooper D
- Cooper SR
- Corradino C
- Corre Y
- Corrigan G
- Corrigan G
- Cortes S
- Cortes SDAR
- Coster D
- Couchman AS
- Cox MP
- Craciunescu T
- Cramp S
- Craven R
- Crisanti F
- Croci G
- Croft D
- Crombe K
- Crowe R
- Cruz N
- Cseh G
- Cufar A
- Cullen A
- Curuia M
- Czarnecka A
- D'Inca R
- Dabirikhah H
- Dalgliesh P
- Dalley S
- Dankowski J
- Darrow D
- Davies O
- Davis W
- Day C
- Day IE
- de Aguilera AM
- De Bock M
- de Castro A
- de la Cal E
- de la Luna E
- De Masi G
- de Pablos JL
- de Sa WWP
- De Temmerman G
- De Tommasi G
- de Vries P
- Deakin K
- Deane J
- Dejarnac R
- Delabie E
- den Harder N
- Dendy RO
- Denis J
- Denner P
- Devaux S
- Devynck P
- Di Maio F
- Di Siena A
- Di Troia C
- Diaz FP
- Dinca P
- Ding B
- Dittmar T
- Doerk H
- Doerner RP
- Donne T
- Dorling SE
- Dormido-Canto S
- dos Reis AP
- Doswon S
- Douai D
- Doyle PT
- Drenik A
- Drewelow P
- Drews P
- Duckworth P
- Dumont R
- Dumortier P
- Dunai D
- Dunne M
- Duran I
- Durodie F
- Dutta P
- Duval BP
- Dux R
- Dylst K
- Dzysiuk N
- Edappala PV
- Edmond J
- Edwards AM
- Edwards J
- Eich T
- Ekedahl A
- El-Jorf R
- Elsmore CG
- Enachescu M
- Ericsson G
- Eriksson F
- Eriksson J
- Eriksson LG
- Esposito B
- Esquembri S
- Esser HG
- Esteve D
- Evans B
- Evans GE
- Evison G
- Ewart GD
- Fagan D
- Faitsch M
- Falie D
- Fanni A
- Fasoli A
- Faustin JM
- Fawlk N
- Fazendeiro L
- Fedorczak N
- Felton RC
- Fenton K
- Fernades A
- Fernandes H
- Ferreira J
- Fessey JA
- Fevrier O
- Ficker O
- Field A
- Fietz S
- Figueiredo A
- Figueiredo J
- Fil A
- Finburg P
- Firdaouss M
- Fischer U
- Fittill L
- Fitzgerald M
- Flammini D
- Flanagan J
- Fleming C
- Flinders K
- Fonnesu N
- Fontdecaba JM
- Formisano A
- Forsythe L
- Fortuna L
- Fortuna-Zalesna E
- Fortune M
- Foster S
- Franke T
- Franklin T
- Frasca M
- Frassinetti L
- Freisinger M
- Fresa R
- Frigione D
- Fuchs V
- Fuller D
- Futatani S
- Fyvie J
- Gal K
- Galassi D
- Galazka K
- Galdon-Quiroga J
- Gallagher J
- Gallart D
- Galvao R
- Gao X
- Gao Y
- Garcia J
- Garcia-Carrasco A
- Garcia-Munoz M
- Gardarein JL
- Garzotti L
- Gaudio P
- Gauthier E
- Gear DF
- Gee SJ
- Geiger B
- Gelfusa M
- Gerasimov S
- Gervasini G
- Gethins M
- Ghani Z
- Ghate M
- Gherendi M
- Giacalone JC
- Giacomelli L
- Gibson CS
- Giegerich T
- Gil C
- Gil L
- Gilligan S
- Gin D
- Giovannozzi E
- Girardo JB
- Giroud C
- Giruzzi G
- Gloggler S
- Godwin J
- Goff J
- Gohil P
- Goloborod'ko V
- Gomes R
- Goncalves B
- Goniche M
- Goodliffe M
- Goodyear A
- Gorini G
- Gosk M
- Goulding R
- Goussarov A
- Gowland R
- Graham B
- Graham ME
- Graves JP
- Grazier N
- Grazier P
- Green NR
- Greuner H
- Grierson B
- Griph FS
- Grisolia C
- Grist D
- Groth M
- Grove R
- Grundy CN
- Grzonka J
- Guard D
- Guerard C
- Guillemaut C
- Guirlet R
- Gurl C
- Hackett LJ
- Hacquin S
- Hagar A
- Hager R
- Hakola A
- Halitovs M
- Hall SJ
- Hamlyn-Harris C
- Hammond K
- Harrington C
- Harrison J
- Harting D
- Hasenbeck F
- Hatano Y
- Hatch DR
- Haupt TDV
- Hawes J
- Hawkes NC
- Hawkins J
- Hawkins P
- Haydon PW
- Hayter N
- Hazel S
- Heesterman PJL
- Heinola K
- Hellesen C
- Hellsten T
- Helou W
- Hemming ON
- Hender TC
- Henderson M
- Henderson SS
- Henriques R
- Hepple D
- Hermon G
- Hertout P
- Hidalgo C
- Highcock EG
- Hill M
- Hillairet J
- Hillesheim J
- Hillis D
- Hizanidis K
- Hjalmarsson A
- Hobirk J
- Hodille E
- Hogben CHA
- Hogeweij GMD
- Hollingsworth A
- Hollis S
- Homfray DA
- Horacek J
- Hornung G
- Horton AR
- Horton LD
- Horvath L
- Hoshino KK
- Hotchin SP
- Hough MR
- Howarth PJ
- Hubbard A
- Huber A
- Huber V
- Huddleston TM
- Hughes M
- Huijsmans GTA
- Hunter CL
- Huynh P
- Hynes AM
- Iglesias D
- Imazawa N
- Imbeaux F
- Imrisek M
- Incelli M
- Innocente P
- Irishkin M
- Ivanova-Stanik I
- Jachmich S
- Jacobsen AS
- Jacquet P
- Jansons J
- Jardin A
- Jarvinen A
- Jaulmes F
- Jednorog S
- Jenkins I
- Jeong C
- Jepu I
- Joffrin E
- Johnson R
- Johnson T
- Johnston J
- Joita L
- Jones G
- Jones TTC
- Jun DT
- Kallenbach A
- Kamiya K
- Kaniewski J
- Kantor A
- Kappatou A
- Karhunen J
- Karkinsky D
- Karnowska I
- Kaufman M
- Kaveney G
- Kazakov Y
- Kazantzidis V
- Keeling DL
- Keenan T
- Keep J
- Kempenaars M
- Kennedy C
- Kenny D
- Kent J
- Kent ON
- Khilkevich E
- Kim HS
- Kim HT
- Kinch A
- King C
- King D
- King RF
- Kinna DJ
- Kiptily V
- Kirk A
- Kirov K
- Kirschner A
- Kizane G
- Klepper C
- Klix A
- Knight P
- Knipe SJ
- Knott S
- Kobuchi T
- Kochl F
- Kocsis G
- Kodeli I
- Kogan L
- Kogut D
- Koivuranta S
- Kominis Y
- Koppen M
- Kos B
- Koskela T
- Koslowski HR
- Koubiti M
- Kovari M
- Kowalska-Strzeciwilk E
- Krasilnikov A
- Krasilnikov V
- Krawczyk N
- Kresina M
- Krieger K
- Krivska A
- Kruezi U
- Ksiazek I
- Kukushkin A
- Kundu A
- Kurki-Suonio T
- Kwak S
- Kwiatkowski R
- Kwon OJ
- Laguardia L
- Lahtinen A
- Laing A
- Lam N
- Lambertz HT
- Lane C
- Lang PT
- Lanthaler S
- Lapins J
- Lasa A
- Last JR
- Laszynska E
- Lawless R
- Lawson A
- Lawson KD
- Lazaros A
- Lazzaro E
- Leddy J
- Lee S
- Lefebvre X
- Leggate HJ
- Lehmann J
- Lehnen M
- Leichtle D
- Leichuer P
- Leipold F
- Lengar I
- Lennholm M
- Lerche E
- Lescinskis A
- Lesnoj S
- Letellier E
- Leyland M
- Leysen W
- Li L
- Liang Y
- Likonen J
- Linke J
- Linsmeier C
- Lipschultz B
- Liu G
- Liu Y
- Lo Schiavo VP
- Loarer T
- Loarte A
- Lobel RC
- Lomanowski B
- Lomas PJ
- Lonnroth J
- Lopez JM
- Lopez-Razola J
- Lorenzini R
- Losada U
- Lovell JJ
- Loving AB
- Lowry C
- Luce T
- Lucock RMA
- Lukin A
- Luna C
- Lungaroni M
- Lungu CP
- Lungu M
- Lunniss A
- Lupelli I
- Lyssoivan A
- Macdonald N
- Macheta P
- Maczewa K
- Magesh B
- Maget P
- Maggi C
- Maggi CF
- Maier H
- Mailloux J
- Makkonen T
- Makwana R
- Malaquias A
- Malizia A
- Manas P
- Manning A
- Manso ME
- Mantica P
- Mantsinen M
- Manzanares A
- Maquet P
- Marandet Y
- Marcenko N
- Marchetto C
- Marchuk O
- Marinelli M
- Marinucci M
- Markovic T
- Marocco D
- Marot L
- Marren CA
- Marshal R
- Martin A
- Martin Y
- Martin-Solis JR
- Martinez FJ
- Martynova Y
- Maruyama S
- Masiello A
- Maslov M
- Matejcik S
- Mattei M
- Matthews GF
- Maviglia F
- May-Smith T
- Mayer M
- Mayoral ML
- Mazon D
- Mazzotta C
- McAdams R
- McCarthy PJ
- McClements KG
- McCormack O
- McCullen PA
- McDonald D
- McIntosh S
- McKean R
- McKehon J
- Meadows RC
- Meakins A
- Medina F
- Medland M
- Medley S
- Meigh S
- Meigs AG
- Meisl G
- Meitner S
- Meneses L
- Menmuir S
- Mergia K
- Merrigan IR
- Mertens P
- Meshchaninov S
- Messiaen A
- Meyer H
- Mianowski S
- Michling R
- Middleton-Gear D
- Miettunen J
- Militello F
- Militello-Asp E
- Miloshevsky G
- Mink F
- Minucci S
- Miyoshi Y
- Mlynar J
- Molina D
- Monakhov I
- Moneti M
- Mooney R
- Moradi S
- Mordijck S
- Moreira L
- Moreno R
- Moro F
- Morris AW
- Morris J
- Moser L
- Mosher S
- Moulton D
- Murari A
- Muraro A
- Murphy S
- Na YS
- Nabais F
- Naish R
- Nakano T
- Nardon E
- Naulin V
- Nave MFF
- Nedzelski I
- Nemtsev G
- Nespoli F
- Neto A
- Neu R
- Neverov VS
- Newman M
- Nicholls KJ
- Nicolas T
- Nielsen AH
- Nielsen P
- Nilsson E
- Nishijima D
- Noble C
- Nocente M
- Nodwell D
- Nordlund K
- Nordman H
- Nouailletas R
- Nunes I
- O'Gorman T
- O'Mullane M
- Oberkofler M
- Odupitan T
- Ogawa MT
- Okabayashi M
- Olivares PV
- Olney R
- Omolayo O
- Ongena J
- Orsitto F
- Orszagh J
- Orte LB
- Oswuigwe BI
- Otin R
- Owen A
- Paccagnella R
- Pace N
- Pacella D
- Packer LW
- Page A
- Pajuste E
- Palazzo S
- Pamela S
- Panja S
- Papp P
- Paprok R
- Parail V
- Park M
- Parsons M
- Pasqualotto R
- Patel A
- Pathak S
- Paton D
- Patten H
- Pau A
- Pawelec E
- Peackoc A
- Pearson IJ
- Pehkonen SP
- Peluso E
- Penot C
- Pereira A
- Pereira R
- Peruzzo S
- Peschanyi S
- Peterka M
- Petersson P
- Petravich G
- Petre A
- Petrella N
- Petrzilka V
- Peysson Y
- Pfefferle D
- Philipps V
- Pillon M
- Pintsuk G
- Piovesan P
- Piron L
- Pironti A
- Pisano F
- Pitts R
- Pizzo F
- Plyusnin V
- Pomaro N
- Pompilian OG
- Pool PJ
- Popovichev S
- Porfiri MT
- Porosnicu C
- Porton M
- Possnert G
- Potzel S
- Powell T
- Pozzi J
- Prajapati V
- Prakash R
- Prestopino G
- Price D
- Price M
- Price R
- Prior P
- Proudfoot R
- Pucella G
- Puglia P
- Puglia PPP
- Puiatti ME
- Pulley D
- Purahoo K
- Putterich T
- Rachlew E
- Rack M
- Ragona R
- Rainford MSJ
- Rakha A
- Ramogida G
- Ranjan S
- Rapson CJ
- Rasmussen JJ
- Rathod K
- Ratta G
- Ratynskaia S
- Ravera G
- Rayner C
- Rebai M
- Reece D
- Reed A
- Refy D
- Regan B
- Regana J
- Reich M
- Reid N
- Reimold F
- Reinhart M
- Reinke M
- Reiser D
- Rendell D
- Reux C
- Reynolds S
- Riccardo V
- Richardson N
- Riddle K
- Rigamonti D
- Rimini FG
- Rinati GV
- Risner J
- Riva M
- Roach C
- Robins RJ
- Robinson SA
- Robinson T
- Robson DW
- Roccella R
- Rodionov R
- Rodrigues P
- Rodriguez J
- Rohde V
- Romanelli F
- Romanelli M
- Romanelli S
- Romazanov J
- Rowe S
- Rubel M
- Rubinacci G
- Rubino G
- Ruchko L
- Ruiz M
- Ruset C
- Rzadkiewicz J
- Saarelma S
- Sabot R
- Safi E
- Sagar P
- Saibene G
- Saint-Laurent F
- Salewski M
- Salmi A
- Salmon R
- Salzedas F
- Samaddar D
- Samm U
- Sandiford D
- Santa P
- Santala MIK
- Santos B
- Santucci A
- Sartori F
- Sartori R
- Sauter O
- Scannell R
- Schlummer T
- Schmid K
- Schmidt V
- Schmuck S
- Schneider M
- Schopf K
- Schworer D
- Scott SD
- Sergienko G
- Sertoli M
- Shabbir A
- Sharapov SE
- Shaw A
- Shaw R
- Sheikh H
- Shepherd A
- Shevelev A
- Shumack A
- Sias G
- Sibbald M
- Sieglin B
- Silburn S
- Silva A
- Silva C
- Simmons PA
- Simpson J
- Simpson-Hutchinson J
- Sinha A
- Sipila SK
- Sips ACC
- Siren P
- Sirinelli A
- Sjostrand H
- Skiba M
- Skilton R
- Slabkowska K
- Slade B
- Smith N
- Smith PG
- Smith R
- Smith TJ
- Smithies M
- Snoj L
- Soare S
- Solano ER
- Soldan CP
- Somers A
- Sommariva C
- Sonato P
- Sopplesa A
- Sousa J
- Sozzi C
- Spagnolo S
- Spelzini T
- Spineanu F
- Stables G
- Stamatelatos I
- Stamp MF
- Stan-Sion C
- Staniec P
- Stankunas G
- Stead MJ
- Stefanikova E
- Stepanov I
- Stephen AV
- Stephen M
- Stevens A
- Stevens BD
- Strachan J
- Strand P
- Strauss HR
- Strom P
- Stubbs G
- Studholme W
- Subba F
- Summers HP
- Sunden EA
- Suzuki TT
- Svensson J
- Swiderski L
- Szabolics T
- Szawlowski M
- Szepesi G
- Tal B
- Tala T
- Talbot AR
- Talebzadeh S
- Taliercio C
- Tamain P
- Tame C
- Tang W
- Tardocchi M
- Taroni L
- Taylor D
- Taylor KA
- Tegnered D
- Telesca G
- Teplova N
- Terranova D
- Testa D
- Tholerus E
- Thomas J
- Thomas JD
- Thomas P
- Thompson A
- Thompson CA
- Thompson VK
- Thorne L
- Thornton A
- Thrysoe AS
- Tigwell PA
- Tipton N
- Tiseanu I
- Tojo H
- Tokitani M
- Tolias P
- Tomes M
- Tonner P
- Towndrow M
- Trimble P
- Tripsky M
- Tsalas M
- Tsavalas P
- Turner I
- Turner MM
- Turnyanskiy M
- Tvalashvili G
- Tyrrell SGJ
- Uccello A
- Ul-Abidin Z
- Uljanovs J
- Ulyatt D
- Urano H
- Utoh HH
- Uytdenhouwen I
- Vadgama AP
- Valcarcel D
- Valentinuzzi M
- Valisa M
- Valovic M
- Van De Mortel M
- Van Eester D
- Van Renterghem W
- van Rooij GJ
- Varje J
- Varoutis S
- Vartanian S
- Vasava K
- Vasilopoulou T
- Vega J
- Verdoolaege G
- Verhoeven R
- Verona C
- Veshchev E
- Vianello N
- Vicente J
- Viezzer E
- Villari S
- Villone F
- Vincenzi P
- Vinyar I
- Viola B
- Vitins A
- Vizvary Z
- Vlad M
- Voitsekhovitch I
- von Thun CP
- Vondracek P
- Vora N
- Vu T
- Wakeling B
- Waldon CWF
- Walkden N
- Walker M
- Walker R
- Walsh M
- Wang E
- Wang N
- Warder S
- Warren RJ
- Waterhouse J
- Watkins NW
- Watts C
- Wauters T
- Weckmann A
- Weiland J
- Weisen H
- Weiszflog M
- Wellstood C
- West AT
- Wheatley MR
- Whetham S
- Whitehead AM
- Whitehead BD
- Widdowson AM
- Wiechec AB
- Wiesen S
- Wilkinson J
- Williams J
- Williams M
- Wilson AR
- Wilson DJ
- Wilson HR
- Wilson J
- Wischmeier M
- Withenshaw G
- Withycombe A
- Witts DM
- Wood D
- Wood R
- Woodley C
- Wray S
- Wright J
- Wright JC
- Wu J
- Wukitch S
- Wynn A
- Xu T
- Yadikin D
- Yanling W
- Yao L
- Yavorskij V
- Yoo MG
- Young C
- Young D
- Young ID
- Young R
- Zacks J
- Zagorski R
- Zaitsev FS
- Zanino R
- Zarins A
- Zastrow KD
- Zerbini M
- Zhang W
- Zhou Y
- Zilli E
- Zoita V
- Zoletnik S
- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
EDGE2D-EIRENE (the 'code') simulations show that radial electric field, Er, in the near scrape-off layer (SOL) of tokamaks can have large variations leading to a strong local E x B shear greatly exceeding that in the core region. This was pointed out in simulations of JET plasmas with varying divertor geometry, where the magnetic configuration with larger predicted near SOL E-r was found to have lower H-mode power threshold, suggesting that turbulence suppression in the SOL by local E. x. B shear can be a player in the L-H transition physics (Delabie et al 2015 42nd EPS Conf. on Plasma Physics (Lisbon, Portugal, 22-26 June 2015) paper O3.113 (http://ocs.ciemat.es/EPS2015PAP/pdf/O3.113.pdf), Chankin et al 2017 Nucl. Mater. Energy 12 273). Further code modeling of JET plasmas by changing hydrogen isotopes (H-D-T) showed that the magnitude of the near SOL E-r is lower in H cases in which the H-mode threshold power is higher (Chankin et al 2017 Plasma Phys. Control. Fusion 59 045012). From the experiment it is also known that hydrogen plasmas have poorer particle and energy confinement than deuterium plasmas, consistent with the code simulation results showing larger particle diffusion coefficients at the plasma edge, including SOL, in hydrogen plasmas (Maggi et al 2018 Plasma Phys. Control. Fusion 60 014045). All these experimental observations and code results support the hypothesis that the near SOL E x B shear can have an impact on the plasma confinement. The present work analyzes neutral ionization patterns of JET plasmas with different hydrogen isotopes in L-mode cases with fixed input power and gas puffing rate, and its impact on target electron temperature, T-e, and SOL E-r. The possibility of a self-feeding mechanism for the increase in the SOL E-r via the interplay between poloidal E x B drift and target T-e is discussed. It is also shown that reducing anomalous turbulent transport coefficients, particle diffusion and electron and ion heat conductivities, leads to higher peak target T-e and larger E-r, suggesting the possibility of a positive feedback loop, under an implicitly made assumption that the E x B shear in the SOL is capable of suppressing turbulence
A power-balance model of the density limit in fusion plasmas: application to the L-mode tokamak
- Author
- Abduallev S
- Abhangi M
- Abreu P
- Afzal M
- Aggarwal KM
- Agostini FD
- Ahlgren T
- Ahn JH
- Aho-Mantila L
- Aiba N
- Airila M
- Albanese R
- Aldred V
- Alegre D
- Alessi E
- Aleynikov P
- Alfier A
- Alkseev A
- Allinson M
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- Alves E
- Ambrosino G
- Ambrosino R
- Amicucci L
- Amosov V
- Angelone M
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- Arnichand H
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- Wheatley MR
- Whetham S
- Whitehead AM
- Whitehead BD
- Widdowson AM
- Wiechec AB
- Wiesen S
- Wilkinson J
- Williams J
- Williams M
- Wilson AR
- Wilson DJ
- Wilson HR
- Wilson J
- Wischmeier M
- Withenshaw G
- Withycombe A
- Witts DM
- Wood D
- Wood R
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- Wray S
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- Wu J
- Wukitch S
- Wynn A
- Xu T
- Yadikin D
- Yanling W
- Yao L
- Yavorskij V
- Yoo MG
- Young C
- Young D
- Young ID
- Young R
- Zacks J
- Zagorski R
- Zaitsev FS
- Zanca P
- Zanino R
- Zarins A
- Zastrow KD
- Zerbini M
- Zhang W
- Zhou Y
- Zilli E
- Zoita V
- Zoletnik S
- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
A power-balance model, with radiation losses from impurities and neutrals, gives a unified description of the density limit (DL) of the stellarator, the L-mode tokamak, and the reversed field pinch (RFP). The model predicts a Sudo-like scaling for the stellarator, a Greenwald- like scaling, alpha I-p(8/9), for the RFP and the ohmic tokamak, a mixed scaling, alpha (PIp4/9)-I-4/9, for the additionally heated L-mode tokamak. In a previous paper (Zanca et al 2017 Nucl. Fusion 57 056010) the model was compared with ohmic tokamak, RFP and stellarator experiments. Here, we address the issue of the DL dependence on heating power in the L-mode tokamak. Experimental data from high-density disrupted L-mode discharges performed at JET, as well as in other machines, arc taken as a term of comparison. The model fits the observed maximum densities better than the pure Greenwald limit
Role of fast ion pressure in the isotope effect in JET L-mode plasmas
- Author
- Abduallev S
- Abhangi M
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- Afanasev V
- Afzal M
- Aggarwal KM
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- Vasava K
- Vasilopoulou T
- Vecsei M
- Vega J
- Ventre S
- Verdoolaege G
- Verona C
- Veshchev E
- Vianello N
- Vicente J
- Viezzer E
- Villari S
- Villone F
- Vincent M
- Vincenzi P
- Vinyar I
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- Voltolina D
- von Thun CP
- von Toussaint U
- Vondracek P
- Vuksic M
- Wakeling B
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- Webb M
- Weckmann A
- Weiland J
- Weiland M
- Weisen H
- Weiszflog M
- Welch P
- West A
- Wheatley M
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- Whitehead AM
- Whittaker D
- Widdowson AM
- Wiechec AB
- Wiesen S
- Wilkie G
- Williams J
- Willoughby D
- Wilson HR
- Wilson I
- Wilson J
- Wischmeier M
- Withycombe A
- Witts D
- Wolfrum E
- Wood R
- Woodley C
- Woodley R
- Wray S
- Wright JC
- Wright P
- Wukitch S
- Wynn A
- Xiang L
- Xu T
- Xue Y
- Yadikin D
- Yakovenko Y
- Yanling W
- Yavorskij V
- Young D
- Young I
- Young R
- Zacks J
- Zagorski R
- Zaitsev FS
- Zakharov L
- Zanino R
- Zarins A
- Zarins R
- Zastrow KD
- Zerbini M
- Zhang W
- Zhou Y
- Zilli E
- Zocco A
- Zoita V
- Zoletnik S
- Zwingmann W
- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
This paper presents results of JET ITER-like wall L-mode experiments in hydrogen and deuterium (D) plasmas, dedicated to the study of the isotope dependence of ion heat transport by determination of the ion critical gradient and stiffness by varying the ion cyclotron resonance heating power deposition. When no strong role of fast ions in the plasma core is expected, the main difference between the two isotope plasmas is determined by the plasma edge and the core behavior is consistent with a gyro-Bohm scaling. When the heating power (and the fast ion pressure) is increased, in addition to the difference in the edge region, also the plasma core shows substantial changes. The stabilization of ion heat transport by fast ions, clearly visible in D plasmas, appears to be weaker in H plasmas, resulting in a higher ion heat flux in H with apparent anti-gyro-Bohm mass scaling. The difference is found to be caused by the different fast ion pressure between H and D plasmas, related to the heating power settings and to the different fast ion slowing down time, and is completely accounted for in non-linear gyrokinetic simulations. The application of the TGLF quasi-linear model to this set of data is also discussed
Long-lived coupled peeling ballooning modes preceding ELMs on JET
- Author
- Abduallev S
- Abhangi M
- Abreu P
- Afzal M
- Aggarwal KM
- Agostini FD
- Ahlgren T
- Ahn JH
- Aho-Mantila L
- Aiba N
- Airila M
- Albanese R
- Aldred V
- Alegre D
- Alessi E
- Aleynikov P
- Alfier A
- Alkseev A
- Allinson M
- Alper B
- Alves E
- Ambrosino G
- Ambrosino R
- Amicucci L
- Amosov V
- Angelone M
- Anghel M
- Angioni C
- Appel L
- Appelbee C
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- Ariola M
- Arnichand H
- Arshad S
- Asakura NN
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- Avotina L
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- Zerbini M
- Zhang W
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- Zilli E
- Zoita V
- Zoletnik S
- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
In some JET discharges, type-I edge localised modes (ELMs) are preceded by a class of low-frequency oscillations (Perez et al 2004 Nucl. Fusion 44 609). While in many cases the ELM is triggered during the growth phase of this oscillation, it is also observed that this type of oscillation can saturate and last for several tens of ms until an ELM occurs. In order to identify the nature of these modes, a wide pre-ELM oscillation database, including detailed pedestal profile information, has been assembled and analysed in terms of MHD stability parameters. The existence domain of these pre-ELM oscillations and the statistical distribution of toroidal mode numbers (n) up to n = 16 have been mapped in ballooning alpha (alpha(ball)) and either edge current density (J(edge)) or pedestal collisionality (nu(ee,ped)*) coordinates and compared to linear MHD stability predictions. The pre-ELM oscillations are reliably observed when the J/alpha ratio is high enough for the pedestal to access the coupled peeling-ballooning (PB) domain (aka stability nose). Conversely, when the pedestal is found to be in or near the high-n ballooning domain (which is at low J/alpha ratio), ELMs are usually triggered promptly, i.e. with no detectable pre-ELM oscillations, or with pre-ELM oscillations only observable on ECE whose n appears to be too high to be resolved by the magnetics. Individual discharges can sometimes exhibit a fairly wide range of pre-ELM mode numbers, but for a wider database, the statistical n-number domains are found to be well ordered along the J - alpha stability boundary and behave as expected from PB theory: the higher the J/alpha ratio, the lower the mode's measured n tends to be. Within the measurement uncertainties, the measured n is usually found to be compatible with the most unstable n predicted by the linear stability code MISHKA1. These results confirm the earlier hypothesis that these modes are coupled peeling-ballooning modes, and extend and generalise to higher-mode numbers the work by Huysmans et al (1998 Nucl. Fusion 38 179), who identified the lowest n modes as pure external kink modes. Since the destabilisation of PB modes is widely accepted to give rise to ELMs, the mode saturation and delayed ELM triggering that is sometimes observed is rather unexpected. Possibilities to reconcile the extended lifetime of these modes with current ELM models are briefly discussed, but will require further investigation
Diagnostic of fast-ion energy spectra and densities in magnetized plasmas
- Author
- Abduallev S
- Abhangi M
- Abramovic I
- Abreu P
- Afzal M
- Aggarwal KM
- Agostini FD
- Ahlgren T
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- Yanling W
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- Zagorski R
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- Zhang W
- Zhou Y
- Zilli E
- Zoita V
- Zoletnik S
- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
The measurement of the energy spectra and densities of alpha-particles and other fast ions are part of the ITER measurement requirements, highlighting the importance of energy-resolved energetic-particle measurements for the mission of ITER. However, it has been found in recent years that the velocity-space interrogation regions of the foreseen energetic-particle diagnostics do not allow these measurements directly. We will demonstrate this for gamma-ray spectroscopy (GRS), collective Thomson scattering (CTS), neutron emission spectroscopy and fast-ion D-alpha spectroscopy by invoking energy and momentum conservation in each case, highlighting analogies and differences between the different diagnostic velocity-space sensitivities. Nevertheless, energy spectra and densities can be inferred by velocity-space tomography which we demonstrate using measurements at JET and ASDEX Upgrade. The measured energy spectra agree well with corresponding simulations. At ITER, alpha-particle energy spectra and densities can be inferred for energies larger than 1.7 MeV by velocity-space tomography based on GRS and CTS. Further, assuming isotropy of the alpha-particles in velocity space, their energy spectra and densities can be inferred by 1D inversion of spectral single-detector measurements down to about 300 keV by CTS. The alpha-particle density can also be found by fitting a model to the CTS measurements assuming the alpha-particle distribution to be an isotropic slowing-down distribution
Ion cyclotron resonance heating scenarios for DEMO
- Author
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- Wiesen S
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- Wynn A
- Xiang L
- Xu T
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- Zagorski R
- Zaitsev FS
- Zakharov L
- Zanino R
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- Zerbini M
- Zhang W
- Zhou Y
- Zilli E
- Zocco A
- Zoita V
- Zoletnik S
- Zwingmann W
- Zychor I
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
The present paper offers an overview of the potential of ion cyclotron resonance heating (ICRH) or radio frequency heating for the DEMO machine. It is found that various suitable heating schemes are available. Similar to ITER and in view of the limited bandwidth of about 10 MHz that can be achieved to ensure optimal functioning of the launcher, it is proposed to make core second harmonic tritium heating the key ion heating scheme, assisted by fundamental cyclotron heating He-3 in the early phase of the discharge; for the present design of DEMO-with a static magnetic field strength of B-o = 5.855 T-that places the T and 3He layers in the core for f = 60 MHz and suggests centering the bandwidth around that main operating frequency. In line with earlier studies for hot, dense plasmas in large-size magnetic confinement machines, it is shown that good single pass absorption is achieved but that the size as well as the operating density and temperature of the machine cause the electrons to absorb a non-negligible fraction of the power away from the core when core ion heating is aimed at. Current drive and alternative heating options are briefly discussed and a dedicated computation is done for the traveling wave antenna, proposed for DEMO in view of its compatibility with substantial antenna-plasma distances. The various tasks that ICRH can fulfill are briefly listed. Finally, the impact of transport and the sensitivity of the obtained results to changes in the machine parameters is commented on
Direct gyrokinetic comparison of pedestal transport in JET with carbon and ITER-like walls
- Author
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- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
This paper compares the gyrokinetic instabilities and transport in two representative JET pedestals, one (pulse 78697) from the JET configuration with a carbon wall (C) and another (pulse 92432) from after the installation of JET's ITER-like Wall (ILW). The discharges were selected for a comparison of JET-ILW and JET-C discharges with good confinement at high current (3 MA, corresponding also to low rho(*)) and retain the distinguishing features of JET-C and JET-ILW, notably, decreased pedestal top temperature for JET-ILW. A comparison of the profiles and heating power reveals a stark qualitative difference between the discharges: the JET-ILW pulse (92432) requires twice the heating power, at a gas rate of 1.9 x 10(22) e s(-1), to sustain roughly half the temperature gradient of the JET-C pulse (78697), operated at zero gas rate. This points to heat transport as a central component of the dynamics limiting the JET-ILW pedestal and reinforces the following emerging JET-ILW pedestal transport paradigm, which is proposed for further examination by both theory and experiment. ILW conditions modify the density pedestal in ways that decrease the normalized pedestal density gradient a/L-n, often via an outward shift in relation to the temperature pedestal. This is attributable to some combination of direct metal wall effects and the need for increased fueling to mitigate tungsten contamination. The modification to the density profile increases eta = L-n/L-T, thereby producing more robust ion temperature gradient (ITG) and electron temperature gradient driven instability. The decreased pedestal gradients for JET-ILW (92432) also result in a strongly reduced E x B shear rate, further enhancing the ion scale turbulence. Collectively, these effects limit the pedestal temperature and demand more heating power to achieve good pedestal performance. Our simulations, consistent with basic theoretical arguments, find higher ITG turbulence, stronger stiffness, and higher pedestal transport in the ILW plasma at lower rho(*)
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