Conjugate variable method for applying to MHD stability analysis

Tokuda, Shinji

The conjugate variable method is discussed in order that the Hamilton-Lie perturbation theory becomes applicable to ordinary differential equations that appear in plasma physics. The method is used to the analysis of charged particle motion in a magnetic field, and to the reduced MHD (MagnetoHydroDynamic) equations to derive a canonical 1-form of them. The 1-form thus obtained provides the initial step for the application of the Hamilton-Lie perturbation theory.

Language	:	English
Journal	:	Journal of Plasma and Fusion Research SERIES, Vol.8
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Pages	:	p.1176 - 1178
Publication Year/Month	:	2009/09
Meeting title	:	14th International Congress on Plasma Physics 2008 (ICPP 2008)
Held date	:	2008/09
Location (city)	:	Fukuoka
Location (country)	:	Japan
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Keywords	:	no keyword
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Registration No. : BB20081861
JAEA Abstracts No. :
Paper Submission No. : 7985

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