The unique decisive force in the universe is gravity, which acts as a mutual attraction on all objects with mass or energy, around which it manifests itself in a space called the gravitational field. In the classical physics of Isaac Newton, two bodies attract each other in proportion to their mass and distance. In the general theory of relativity of Albert Einstein, gravity is described by the equations of the gravitational field as a manifestation of the curvature of space-time. Independently of these theories, the author of this article has dealt with an extensive systematic investigation of regular geometric figures and the rotations of bodies in a theory called the Theory of Dimensions Space. In doing so, he has concluded that the cosmic forces forming accretion disks balance out over time, cancel out with the formation of planetary orbits, but still influence the functioning of rotational systems. Everything fits into current scientific knowledge and further develops it. A specific example for calculations is the Solar System, when the aim of the article was to present generally valid formulas that confirm this complex force action in a regular rotating system, and to derive its deformations. Geometrically, the model is determined by the spiral effect of rotation, which determines the accurate results of selected characteristics of the planetary orbits. At the same time, the increase in the planetary own gravities from centers of their spherical spaces is systematically solved. The model does not use Newton's gravitational constant.
Roman Panuška (Sat,) studied this question.