1981
DOI: 10.1016/0010-4655(81)90160-0
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GATO: An MHD stability code for axisymmetric plasmas with internal separatrices

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Cited by 212 publications
(125 citation statements)
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“…Immediately after initiation of early neutral beam injection into an ohmic equilibrium with qo > 1, the plasma becomes unstable to m/n = 2/1 MHD modes, consistent with internal kink modes predicted by the GATO [5] code using experimentally measured pressure profiles. As the plasma relaxes on resistive time scales, the current profile broadens and qo gradually increases as the current density on axis decreases.…”
Section: Quiescent Operationsupporting
confidence: 73%
“…Immediately after initiation of early neutral beam injection into an ohmic equilibrium with qo > 1, the plasma becomes unstable to m/n = 2/1 MHD modes, consistent with internal kink modes predicted by the GATO [5] code using experimentally measured pressure profiles. As the plasma relaxes on resistive time scales, the current profile broadens and qo gradually increases as the current density on axis decreases.…”
Section: Quiescent Operationsupporting
confidence: 73%
“…With this definition, C b ÂŒ 0 represents beta at the no-wall limit, and C b ÂŒ 1 represents beta at the ideal-wall limit. The stability limit was calculated using MARD2D 22 in JT-60U and GATO 23 and DCON 24 in DIII-D.…”
Section: Experimental Arrangementmentioning
confidence: 99%
“…Burke et al [15] discusses an example of the impact of mapping errors. In that work, the nimrod extended-MHD code is benchmarked with the linear-MHD codes gato [16] and elite [17] on peelingballooning modes in tokamak equilibria. gato, like other global linear-MHD codes, uses mapped equilibria while elite uses Miller equilibria [18] that effectively act to provide the same accuracy as resolving the Grad-Shafranov equation.…”
Section: Introductionmentioning
confidence: 99%