GENERALLY COVARIANT CONSTITUTIVE EQUATIONS AND OPTICAL METRICS

doi:10.1088/1004-423X/6/7/001

Abstract

Abstract The generally covariant constitutive equations and the corresponding optical metrics for a moving anisotropic medium are first derived. The obtained results reduce to the previous ones for a moving isotropic medium. An extension to any curved space-time is examined.

Received: 07 September 1996
Accepted manuscript online:

PACS:	04.20.Jb	(Exact solutions)
	02.40.Ky	(Riemannian geometries)
	04.40.-b	(Self-gravitating systems; continuous media and classical fields in curved spacetime)
	03.50.De	(Classical electromagnetism, Maxwell equations)

Fund: Project supported by the National Natural Science Foundation of China and by the National Hi-Tech ICF Foundation of China.

Cite this article:

ZHU SHI-TONG (朱莳通), SHEN WEN-DA (沈文达) GENERALLY COVARIANT CONSTITUTIVE EQUATIONS AND OPTICAL METRICS 1997 Acta Physica Sinica (Overseas Edition) 6 481

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