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Date: 2008-12-04 07:15:02 Schwarzschild coordinates Schwarzschild metric Metric tensor Deriving the Schwarzschild solution Schwarzschild geodesics Exact solutions in general relativity General relativity Physics		/home/christian/.TeXmacs/system/tmp/tmp_309216216.ps Add to Reading List Source URL: christian.vonschultz.se Download Document from Source Website File Size: 325,60 KB Share Document on Facebook

	The Astrophysical Journal, 639:999–1006, 2006 March 10 # 2006. The American Astronomical Society. All rights reserved. Printed in U.S.A. GRAVITATIONAL RADIATION TIMESCALES FOR EXTREME MASS RATIO INSPIRALS Jonathan R. G DocID: 1qAiN - View Document
	PHYSICAL REVIEW D 72, Semirelativistic approximation to gravitational radiation from encounters with nonspinning black holes Jonathan R. Gair* Theoretical Astrophysics, California Institute of Technology, DocID: 1q7Hz - View Document
	Deriving the Nonrelativistic Principle of Least Action from the Schwarzschild Metric and the Principle of Maximal Aging1 (Reference 12 in the accompanying AJP Guest Comment "A Call to Action") Edwin F. Taylor Massachuset DocID: 1p4p5 - View Document
	Assignment 2 Gravitational lensing. Compute the angle θ by which a light ray is deflected by the gravitational field of a black hole of mass M . Light rays in metric gµν are null geodesics with gµν x˙ µ x˙ ν = 0 DocID: 18FUM - View Document
	/home/christian/.TeXmacs/system/tmp/tmp_309216216.ps DocID: 14mUy - View Document