3-D RESISTIVE MHD CALCULATIONS FOR TOKAMAK PLASMAS : BEYOND THE SIMPLE REDUCED SET OF EQUATIONS

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概要

• 論文の詳細を見る

• Numerical studies of the resistive stability of tokamak plasmas in cylindrical geometry have been performed using : (1) the full set of resistive Magnetohydrodynamic (MHD) equations and (2) an extended version of the reduced set of resistive MHD equations including diamagnetic and electron temperature effects. In particular, the nonlinear interaction of tearing modes of many helicities has been investigated. The numerical results confirm many of the features uncovered previously using the simple reduced equations.

• 核融合科学研究所の論文

著者

• Lynch V.e.

  Oak Ridge National Laboratory:computer Sciences Union Carbide Nuclear Division

• Hicks H.r.

  Oak Ridge National Laboratory:computer Sciences Union Carbide Nuclear Division

• Carreras B.A.

  Oak Ridge National Laboratory

• Garcia L.

  Oak Ridge National Laboratory

• Hender T.C.

  Oak Ridge National Laboratory

• Holmes J.A.

  Oak Ridge National Laboratory

• Masden B.F.

  Oak Ridge National Laboratory

• Holmes J.a.

  Oak Ridge National Laboratory:computer Sciences Union Carbide Nuclear Division

• Masden B.f.

  Oak Ridge National Laboratory:computer Sciences Union Carbide Nuclear Division

関連論文

• EQUILIBRIUM AND STABILITY STUDIES FOR HIGH BETA PLASMAS IN TORSATRON/HELIOTRON DEVICES
• 3-D RESISTIVE MHD CALCULATIONS FOR TOKAMAK PLASMAS : BEYOND THE SIMPLE REDUCED SET OF EQUATIONS
• 30aA01 Meso-scale transport properties induced by near critical resistive pressure-gradient-driven turbulence in toroidal geometry

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