Computational Models in Fusion Research

Garabedian, P. R.

doi:10.1137/1031124

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Cited by 7 publications

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“…Here we plot Dhl = s 2 D ~ as suggested in Ref. [20], which accounts for a singularity at s = 0 (e.g., in Fig. 5 of Ref.…”

Section: S Occur)mentioning

confidence: 99%

Free-boundary studies for the Large Helical Device

Ichiguchi¹,

Nakajima²,

Gardner³

1996

Nucl. Fusion

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Previous three dimensional magnetohydrodynamic studies of the Large Helical Device are extended to include free-boundary calculations of two realistic equilibrium sequences. The use of an external vertical field to centre the configuration as the plasma pressure increases is shown to give results that are almost identical with the earlier fixed-boundary computations. The expected response of a set of magnetic diagnostic loops is calculated and the sensitivity of the Mercier stability to the treatment of resonances in the parallel current is also considered.

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“…Here we plot Dhl = s 2 D ~ as suggested in Ref. [20], which accounts for a singularity at s = 0 (e.g., in Fig. 5 of Ref.…”

Section: S Occur)mentioning

confidence: 99%

Free-boundary studies for the Large Helical Device

Ichiguchi¹,

Nakajima²,

Gardner³

1996

Nucl. Fusion

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A Unified theory of tokamaks and stellarators

Garabedian

1994

Comm Pure Appl Math

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Computational methods are described to study the equilibrium, stability, and transport of a fusion plasma confined by a magnetic field with toroidal geometry. Misconceptions in conventional theories of transport are analyzed and new results more consistent with experimental observations are presented. Specifications are given for an advanced stellarator designed to compete with tokamaks as a fusion reactor.

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