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Stable Circular orbit in the Equatorial plane of Black hole - Couverture souple

Lal, Shobha

 
9783330043015: Stable Circular orbit in the Equatorial plane of Black hole
Couverture souple
ISBN 10 : 3330043016 ISBN 13 : 9783330043015
Editeur : LAP LAMBERT Academic Publishing, 2017

Synopsis

A detailed study of the properties of time –like and Null geodesics, specially of stable circular orbits, in the charge free Kerr metric have been presented by Bardeen, has been made. In the case of Bardeen, the three direct orbits radius of marginally stable circular, radius of marginally bound orbit and radius for circular photon orbit, all seems to concide with the event horizon in extreme Kerr black hole. He has also obtained the three orbits rms= 6m, rmb=4m and rph=3m for schwarzs child metric. But in his case there are no circular orbits corresponding to rms=6m rmb=4m, and rph=3m, conciding with event horizon. I have to put the fact that in addition to the stable circular orbits obtained by Bardeen, there exists a circular orbit out side the ergo sphere of the Kerr black hole where all these direct orbits (marginally stable, the marginally bound and the circular photon orbits) coincide. I have tried my best to show first of in the world the storage of energy due to celestial objects due to gravitational collapse is possible in the Skylab.

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Présentation de l'éditeur

A detailed study of the properties of time –like and Null geodesics, specially of stable circular orbits, in the charge free Kerr metric have been presented by Bardeen, has been made. In the case of Bardeen, the three direct orbits radius of marginally stable circular, radius of marginally bound orbit and radius for circular photon orbit, all seems to concide with the event horizon in extreme Kerr black hole. He has also obtained the three orbits rms= 6m, rmb=4m and rph=3m for schwarzs child metric. But in his case there are no circular orbits corresponding to rms=6m rmb=4m, and rph=3m, conciding with event horizon. I have to put the fact that in addition to the stable circular orbits obtained by Bardeen, there exists a circular orbit out side the ergo sphere of the Kerr black hole where all these direct orbits (marginally stable, the marginally bound and the circular photon orbits) coincide. I have tried my best to show first of in the world the storage of energy due to celestial objects due to gravitational collapse is possible in the Skylab.

Biographie de l'auteur

Dr. S.Lal is the most prestigious name in the field of Mathematics and Mathematical sciences based Research and analysis across the world. Dr.Lal has authored dozen of books, contributed Research papers to the world out of which four from abroad. He is forwarding the legacy of S.Chandrashekhran, the first Nobel prize winner Indian Mathematician.

Les informations fournies dans la section « A propos du livre » peuvent faire référence à une autre édition de ce titre.

Éditeur
LAP LAMBERT Academic Publishing
Date d'édition
2017
Langue
anglais
ISBN 10 
3330043016
ISBN 13 
9783330043015
Reliure
Broché
Nombre de pages
184
Coordonnées du fabricant
non disponible
Personne responsable
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