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The problem of motion of extended bodies in General Relativity is notorious for its analytical difficulty, but at the same time highly relevant for comparison of theoretical predictions with modern precision measurements in relativistic astrophysics and cosmology. Its one of the most important topics in General Relativity and its application to astrophysics.Equations of Motion in General Relativity focuses attention on two aspects of equations of motion in general relativity: the motion of extended bodies (stars) and the motion of small black holes. The objective is to offer a guide to prospective researchers into these areas of general relativity and to point out open questions and topics that are ripe for further development. It is over forty years since a text on this subject was published and in that time the research area of equations of motion in general relativity has undergone extraordinary development, stimulated by the discovery of the binary neutron star PSR 1913+16 in 1974 (which was the first isolated gravitating system found in which general relativity plays a fundamental role in describing theoretically its evolution), and more recently by the advent of kilometre size interferometric gravitational wave detectors which are expected to detect gravitational waves produced by coalescing binary neutron stars.
This text investigates the analytical complexities surrounding the motion of extended bodies and small black holes within the framework of General Relativity. The authors, Hideki Asada, Peter A. Hogan, and Toshifumi Futamase, synthesize decades of research to provide a comprehensive guide for physicists and researchers. By bridging theoretical predictions with modern observational data, the book establishes a rigorous methodology for analyzing gravitating systems in relativistic environments.
What You Will Find
Experts recognize this volume as a vital resource for researchers seeking to understand the intersection of theoretical relativity and modern astrophysical observation. Readers frequently note the high level of mathematical density, making it a specialized text intended for those with a strong background in physics.
Page Count:
156
Publication Date:
2011-02-11
Publisher:
Oxford University Press
ISBN-10:
0199584109
ISBN-13:
9780199584109
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