Open AccessGravitation near the Schwarzschild radius
Author(s) -
D. L. Khokhlov
Publication year - 2021
Publication title -
international journal of advanced astronomy
Language(s) - English
Resource type - Journals
ISSN - 2312-7414
DOI - 10.14419/ijaa.v9i1.31444
Subject(s) - schwarzschild radius , physics , radius , schwarzschild metric , planck length , gravitation , bohr radius , classical mechanics , nuclear physics , planck scale , quantum mechanics , electron , quantum gravity , general relativity , computer security , computer science , quantum
The problem of gravitation near the Schwarzschild radius is addressed. The pressure due to free fall velocity is introduced. At the Schwarz-schild radius, this pressure produces the force balancing the gravity thus stopping the collapse of the matter. The minimum radius of the source of gravity is defined as a radius at which the proton reaches the Planck energy. The compact object as a thin shell at the minimum radius is considered. The proton is assumed to decay at the Planck scale into positron and hypothetical Planck neutrinos. Under accretion onto the compact object, half the protons decay, and the other protons retain at the minimum radius.