Dynamics of Extended Bodies in General Relativity. III. Equations of Motion

A study is made of the motion of an extended body in arbitrary gravitational and electromagnetic fields. In a previous paper it was shown how to construct a set of reduced multipole moments of the charge-current vector for such a body. This is now extended to a corresponding treatment of the energy-...

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Veröffentlicht in:	Philos. Trans. R. Soc. London, Ser. A., v. 277, no. 1264, pp. 59-119 Ser. A., v. 277, no. 1264, pp. 59-119, 1974-08, Vol.277 (1264), p.59-119
1. Verfasser:	Dixon, W. G.
Format:	Artikel
Sprache:	eng
Schlagworte:	ANGULAR MOMENTUM Coordinate systems ELECTROMAGNETIC FIELDS ENERGY Equations of motion General relativity GENERAL RELATIVITY THEORY > EQUATIONS OF MOTION GRAVITATIONAL FIELDS LINEAR MOMENTUM Mathematical moments Mathematical vectors MECHANICS MOTION N76300 > Physics (Theoretical) > Gravitation & General Relativity Quadrupoles Scalars Tangents TENSORS Vector fields
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