@Article{ijmebac500,
AUTHOR = {Novakovic, Branko},
TITLE = {Relativistic Radial Density Theory (RRDT)},
JOURNAL = {International Journal of Mathematical, Engineering, Biological and Applied Computing},
VOLUME = {1},
YEAR = {2022},
NUMBER = {1},
PAGES = {77-87},
URL = {https://www.scipublications.com/journal/index.php/UJPR/article/view/500},
ISSN = {2832-5273},
DOI = {10.31586/ujpr.2022.500},
ABSTRACT = {Starting with Planck scale it is developed the Relativistic Radial Density Theory (RRDT). In this theory, the Planck and gravitational parameters can be described as the functions of the radial mass (energy) density value. This density is maximal at the minimal radius and minimal at the maximal radius. This conclusion is based on the fact that the ratio of Planck mass and Planck length (radius) is constant. These radiuses can be described as the function of the energy conservation constant κ. Using RRDT, it is possible to develop the connections between Planck’s and gravitational parameters as function of the maximal and minimal radial mass (energy) density values. In that sense, the gravitational length, time, energy and temperature can be presented as the function of the Planck length, time, energy and temperature, respectively. This opens possibility to merge of Quantum Field Theory (QFT) and the General Theory of Relativity (GTR) at the quantum scale in gravitational field. The existence of the maximal radial mass (energy) density value at the minimal radius in gravitational field means that no singularity in that field. Further, the existence of the minimal radial mass (energy) density value at the maximal radius in gravitational field means that no infinity in that field. It follows the postulation: the most minimal radius in a gravitational field belongs to the minimal mass (energy). Since the Planck mass is not the minimal mass in space-time, the Planck length/radius is not the minimal length/radius in the space-time. If the calculated minimal (or maximal) radius is the bigger than the related official radius it means that there exists a dark matter in this object. In that sense, the black holes are presenting the state of the matter at the minimal radius where we have the maximal radial mass (energy) density value. Further, the maximal possible radius of the matter is presenting the state with the minimal radial mass (energy) density value. Thus, the maximal and minimal radial mass (energy) density values are constants and conserved items. Now the question is: do motion of the Universe follows the RRDT?},
}

%0 Journal Article
%A Novakovic, Branko
%D 2022
%J International Journal of Mathematical, Engineering, Biological and Applied Computing

%@ 2832-5273
%V 1
%N 1
%P 77-87

%T Relativistic Radial Density Theory (RRDT)
%M doi:10.31586/ujpr.2022.500
%U https://www.scipublications.com/journal/index.php/UJPR/article/view/500

TY  - JOUR
AU  - Novakovic, Branko
TI  - Relativistic Radial Density Theory (RRDT)
T2  - International Journal of Mathematical, Engineering, Biological and Applied Computing
PY  - 2022
VL  - 1
IS  - 1
SN  - 2832-5273
SP  - 77
EP  - 87
UR  - https://www.scipublications.com/journal/index.php/UJPR/article/view/500
AB  - Starting with Planck scale it is developed the Relativistic Radial Density Theory (RRDT). In this theory, the Planck and gravitational parameters can be described as the functions of the radial mass (energy) density value. This density is maximal at the minimal radius and minimal at the maximal radius. This conclusion is based on the fact that the ratio of Planck mass and Planck length (radius) is constant. These radiuses can be described as the function of the energy conservation constant κ. Using RRDT, it is possible to develop the connections between Planck’s and gravitational parameters as function of the maximal and minimal radial mass (energy) density values. In that sense, the gravitational length, time, energy and temperature can be presented as the function of the Planck length, time, energy and temperature, respectively. This opens possibility to merge of Quantum Field Theory (QFT) and the General Theory of Relativity (GTR) at the quantum scale in gravitational field. The existence of the maximal radial mass (energy) density value at the minimal radius in gravitational field means that no singularity in that field. Further, the existence of the minimal radial mass (energy) density value at the maximal radius in gravitational field means that no infinity in that field. It follows the postulation: the most minimal radius in a gravitational field belongs to the minimal mass (energy). Since the Planck mass is not the minimal mass in space-time, the Planck length/radius is not the minimal length/radius in the space-time. If the calculated minimal (or maximal) radius is the bigger than the related official radius it means that there exists a dark matter in this object. In that sense, the black holes are presenting the state of the matter at the minimal radius where we have the maximal radial mass (energy) density value. Further, the maximal possible radius of the matter is presenting the state with the minimal radial mass (energy) density value. Thus, the maximal and minimal radial mass (energy) density values are constants and conserved items. Now the question is: do motion of the Universe follows the RRDT?
DO  - Relativistic Radial Density Theory (RRDT)
TI  - 10.31586/ujpr.2022.500
ER  -