2011
DOI: 10.1088/0953-2048/24/10/105001
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Analysis of sudden quench of an ITER superconducting NbTi full-size short sample using the THELMA code

Abstract: The coupled thermal–hydraulic electromagnetic model, implemented in the THELMA code, is applied to the analysis of the sudden quench in the ITER NbTi poloidal field conductor insert full-size joint sample. The computed results are compared with the measured values, showing that the major experimental features, like the premature and sudden voltage take-off, as well as the presence of precursors of the quench in the form of voltage spikes, can be qualitatively reproduced by the code. A self-consistent explanati… Show more

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Cited by 6 publications
(4 citation statements)
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“…Once the cable detailed geometrical model is created, with all the strands individually modelled, it is possible to create automatically cable simplified models which make use of equivalent macrostrands, to be adopted for the electromagnetic (EM) and/or the thermal analysis [10]. The axis geometry of each macrostrand is computed as the barycentric line of all the strands represented by the macrostrand and the inter-macrostrands contact conductance G i,j is computed as G i,j = ∀k∈i,∀s∈j G k,s , where k and s are the indexes of the strands involved.…”
Section: A Geometric Modelmentioning
confidence: 99%
“…Once the cable detailed geometrical model is created, with all the strands individually modelled, it is possible to create automatically cable simplified models which make use of equivalent macrostrands, to be adopted for the electromagnetic (EM) and/or the thermal analysis [10]. The axis geometry of each macrostrand is computed as the barycentric line of all the strands represented by the macrostrand and the inter-macrostrands contact conductance G i,j is computed as G i,j = ∀k∈i,∀s∈j G k,s , where k and s are the indexes of the strands involved.…”
Section: A Geometric Modelmentioning
confidence: 99%
“…17 Therefore, a coupled thermal-hydraulic/electromagnetic model is needed to account for current redistribution as well as temperature non-uniformities at sub-cable levels. 18 where n = 1.35 s is the coupling time constant,  is the permeability of the magnetic field in vacuum,…”
Section: Simulation Setupmentioning
confidence: 99%
“…The production of the magnet conductor has been accomplished and an independent evaluation of the solenoid performance in terms of current margin and losses has been done in addition to the design calculations. A detailed analysis of the electromagnetic performances has been therefore carried out with the THELMA code [2], focusing on the electromagnetic (EM) losses in the cable at different ramp rates and coolant temperatures, to assess the magnet stability.…”
Section: Introductionmentioning
confidence: 99%