论文信息 - CASTOR: Normal-Mode Analysis of Resistive MHD Plasmas☆

CASTOR: Normal-Mode Analysis of Resistive MHD Plasmas☆

The CASTOR (complex Alfven spectrum of toroidal plasmas) code computes the entire spectrum of normal-modes in resistive MHD for general tokamak configurations. The applied Galerkin method, in conjunction with a Fourier finite-element discretisation, leads to a large scale eigenvalue problem A (x) under bar = lambda B (x) under bar, where A is a nonself-adjoint matrix. (C) 1998 Academic Press.

[1] J. L. Soule,et al. Internal kink modes in toroidal plasmas with circular cross sections , 1975 .

[2] John L. Johnson,et al. Comparative Numerical Studies of Ideal Magnetohydrodynamic Instabilities , 1978 .

[3] W. Schneider,et al. Erato Stability Code , 1984 .

[4] T. Tsunematsu,et al. Normal Mode Analysis for Resistive Cylindrical Plasmas , 1985 .

[5] M. S. Chance,et al. Low-n shear Alfven spectra in axisymmetric toroidal plasmas , 1986 .

[6] M. Chance,et al. Nova: a nonvariational code for solving the MHD stability of axisymmetric toroidal plasmas , 1987 .

[7] B. Carreras,et al. Stability of ideal and resistive internal kink modes in toroidal geometry , 1987 .

[8] W. Kerner. Large-scale complex eigenvalue problems , 1989 .

[9] A. Bondeson,et al. Tunable Integration Scheme for the Finite-Element Method , 1991 .

[10] J. Lister,et al. Overview of Alfvén eigenmode experiments in JET , 1995 .

[11] A. R. Schellhase,et al. Spectral Analysis of Resistive MHD in Toroidal Geometry , 1996 .

[12] J. P. Goedbloed,et al. Marfes : a magnetohydrodynamic stability study of two-dimensional tokamak equilibria , 1997 .