Within the framework of the general theory of relativity (GR) the modeling of the central symmetrical
gravitational field is considered. The mapping of the geodesic motion of the Lemetr and Tolman basis on
their motion in the Minkowski space on the world lines is determined. The expression for the field intensity
and energy where these bases move is obtained. The advantage coordinate system is found, the coordinates
and the time of the system coincide with the Galilean coordinates and the time in the Minkowski space.
%0 Journal Article
%1 noauthororeditor
%A Podosenov, Stanislav A.
%A JaykovFoukzon,
%A Men'kova, Elena R.
%D 2015
%J International Journal of Recent advances in Physics (IJRAP)
%K Curvature Einstein Eulerian Kristoffel Lagrangian Lemetr Miln Minkowski Riemann Schwarzschild Tolman coordinate coordinates equations frames hypersurfaces lines metric of reference space-time structure tensor world
%N 1
%P 19
%R 10.14810/ijrap.2015.4101
%T About Modelling of the Gravitational Fields
%U https://wireilla.com/physics/ijrap/papers/4115ijrap01.pdf
%V 4
%X Within the framework of the general theory of relativity (GR) the modeling of the central symmetrical
gravitational field is considered. The mapping of the geodesic motion of the Lemetr and Tolman basis on
their motion in the Minkowski space on the world lines is determined. The expression for the field intensity
and energy where these bases move is obtained. The advantage coordinate system is found, the coordinates
and the time of the system coincide with the Galilean coordinates and the time in the Minkowski space.
@article{noauthororeditor,
abstract = {Within the framework of the general theory of relativity (GR) the modeling of the central symmetrical
gravitational field is considered. The mapping of the geodesic motion of the Lemetr and Tolman basis on
their motion in the Minkowski space on the world lines is determined. The expression for the field intensity
and energy where these bases move is obtained. The advantage coordinate system is found, the coordinates
and the time of the system coincide with the Galilean coordinates and the time in the Minkowski space.},
added-at = {2018-08-19T23:59:03.000+0200},
author = {Podosenov, Stanislav A. and JaykovFoukzon and Men'kova, Elena R.},
biburl = {https://www.bibsonomy.org/bibtex/24f4f25dff243681ff5795e7496581b1d/johnkenadi1985},
doi = {10.14810/ijrap.2015.4101},
interhash = {46cd871ef7ef43065b80368ccae27dd1},
intrahash = {4f4f25dff243681ff5795e7496581b1d},
issn = {2201-1056},
journal = {International Journal of Recent advances in Physics (IJRAP)},
keywords = {Curvature Einstein Eulerian Kristoffel Lagrangian Lemetr Miln Minkowski Riemann Schwarzschild Tolman coordinate coordinates equations frames hypersurfaces lines metric of reference space-time structure tensor world},
month = {February },
number = 1,
pages = 19,
timestamp = {2018-08-19T23:59:03.000+0200},
title = {About Modelling of the Gravitational Fields},
url = {https://wireilla.com/physics/ijrap/papers/4115ijrap01.pdf},
volume = 4,
year = 2015
}