2002
DOI: 10.1016/s0010-4655(01)00414-3
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Multi-fluid MHD model and calculations of Alfvén wave spectrum and dissipation in tokamaks

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Cited by 10 publications
(18 citation statements)
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“…To calculate LF field excitation in the discussed plasmas we use the cylindrical and toroidal codes mentioned in the introduction [14,15]. The conditions for their validity, away from the rational surfaces where k || = 0, are satisfied in a peripheral (cold plasma) region extending over approximately the outer third of the minor radius, in a frequency band that is determined by inequalities…”
Section: Codes Usedmentioning
confidence: 99%
“…To calculate LF field excitation in the discussed plasmas we use the cylindrical and toroidal codes mentioned in the introduction [14,15]. The conditions for their validity, away from the rational surfaces where k || = 0, are satisfied in a peripheral (cold plasma) region extending over approximately the outer third of the minor radius, in a frequency band that is determined by inequalities…”
Section: Codes Usedmentioning
confidence: 99%
“…The plasma profiles used in the ALTOK code are slightly different from the cylindrical representation. The density and current distribution used in ALTOK code [9] are n = n 0 (1 − Ψ 0.7 ), and…”
Section: Plasma Parameters and Lf Fieldsmentioning
confidence: 99%
“…One dimensional numerical kinetic [7,8] (named "cylindrical" hereafter) and two-dimensional fluid [9] ("ALTOK" hereafter) codes were developed for calculations of Alfvén wave excitation and dissipation in axisymmetric tokamaks. The cylindrical code calculates the distribution of electromagnetic fields, dissipation profiles, and the impedance of the helical antenna for a given real frequency ω of the generator and toroidal N = k z R 0 and poloidal M wavenumbers of the antenna, in two-ion species magnetized plasmas with circular concentric magnetic surfaces.…”
Section: Introductionmentioning
confidence: 99%
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“…Para testar os efeitos toroidais, que faltam no código cilíndrico da seção anterior (2.4.1), para analisar a dissipação da onda de freqüências baixas perto da superfície racional q = M/N = 3/1, usamos o código ALTOK (código bi-dimensional que inclui efeitos toroidais e deslocamento de Shafranov de ∼ 1, 6cm, escrito por S. A. Galkin e colaboradores [63]). …”
Section: Código Toroidal Altokunclassified