Theory to the Mystery of the Super Massive Black Holes

Abstract

Vera Rubin measured the rotational speeds of galaxies, Ref. [1] 1983, and she found that the masses of galaxies were not enough to produce the measured speeds of rotation. Therefore , it was inferred that there must be an unknown matter which is many times the known visible and dark matter. In this study, the solution to the dark matter mystery of spiral galaxies is a four-dimensional mass in the space of four distance dimensions , coordinates: x , y , z , x' , in which x' is the fourth distance dimension. The four-dimensional mass is a black hole, and it generates the main gravitation field of the galaxy. This mysterious black hole is located in the fourth dimension at the distance x' = X' . The rotational speed distribution curves of the galaxy NGC 3198 ha ve been presented in Ref. [2] . The speed distribution curve of the galactic halo in that publication corresponds to the speed distribution curve of the four-dimensional black hole in this study. In order to find out how well this four-dimensional model functions, the speed distribution curve of the four-dimensional black hole was calculated , and it was compared with the halo curve of Ref. [2] . The conclusion was that the calculated speed distribution curve of the black hole was a good match to the halo curve of Ref. [2] . Furthermore, the rotational speed distribution curves of the four-dimensional black hole w ere calculated by using different values of the reduced distance X' , which yielded at the distance X' = 0 a black hole of radius R = 7.7 × 10 17 m. By using the relativistic Lorentz transformation , it was shown in this study that a star falling into the four-dimensional black hole remains rotating it at near speed of light, and cannot fall into the actual black hole.