PETROV CLASSIFICATION AND ANALYSIS OF THE MOVEMENT OF PARTICLES AROUND KERR-NEWMAN-NUT BLACK HOLE IN RASTALL THEORY OF GRAVITY
In this final project a rotating and charged black hole is discussed with the NUT parameter in the gravity Rastall theory (KNN-R black hole). Rastall's theory of gravity which states that the momentum-energy tensor does not have to fulfill $ \ nabla ^ {\ mu} T _ {\ mu \ nu} = 0 $. Rotational...
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| Format: | Final Project |
| Language: | Indonesia |
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| Online Access: | https://digilib.itb.ac.id/gdl/view/38188 |
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| Institution: | Institut Teknologi Bandung |
| Language: | Indonesia |
| Summary: | In this final project a rotating and charged black hole is discussed with the NUT parameter in the gravity
Rastall theory (KNN-R black hole). Rastall's theory of gravity which states that the momentum-energy
tensor does not have to fulfill $ \ nabla ^ {\ mu} T _ {\ mu \ nu} = 0 $. Rotational parameters and NUT
parameters are raised using the Newman-Janis algorithm. From the solution of the space-time metric for
the KNN-R black hole, an analysis of the movement of massive and massless particles at the equator with
a circular path is analyzed. The results are the greater the rotation parameters, causing the radius of the
path to be smaller because the horizon gets smaller with increasing rotation parameters. In this final
assignment, the radius of the massless particle path is also obtained and always smaller than the radius of
the massive particle path. In this final project the Petrov type for KNN-R black hole is also obtained, namely
Petrov type I which is a general case, or called algebraically general. |
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