AbstractAbstract
[en] A new reduced set of resistive MHD equations is derived by averaging the full MHD equations on specified flux coordinates, which is consistent with 3D equilibria. It is confirmed that the total energy is conserved and the linearized equations for ideal modes are self-adjoint. (author)
Primary Subject
Source
Ueda, Y. (Osaka Univ., Suita (Japan)); Iguchi, H.; Matsuoka, K.; Sudo, S. (eds.); 540 p; ISBN 4-9900586-3-3; ; 1998; p. 464-467; ISC-11: 11. international stellarator conference; Toki, Gifu (Japan); 29 Sep - 3 Oct 1997; ITC-8: 8. international Toki conference on plasma physics and controlled nuclear fusion; Toki, Gifu (Japan); 29 Sep - 3 Oct 1997
Record Type
Book
Literature Type
Conference
Country of publication
Descriptors (DEI)
Descriptors (DEC)
BOLTZMANN-VLASOV EQUATION, COORDINATES, CURVILINEAR COORDINATES, DIFFERENTIAL EQUATIONS, EQUATIONS, EQUILIBRIUM, FLUID MECHANICS, HYDRODYNAMICS, INSTABILITY, MAGNETIC FIELD CONFIGURATIONS, MECHANICS, PARTIAL DIFFERENTIAL EQUATIONS, PLASMA INSTABILITY, PLASMA MACROINSTABILITIES, THERMONUCLEAR DEVICES
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