Spiral Effect of Rotation: A Model of Solar System Dynamics and Other Rotational Systems in the Universe

The unique decisive force in the universe is gravity, which manifests as mutual attraction between all objects with mass or energy through a gravitational field in their surroundings. In Isaac Newton's classical physics, the attraction between two bodies is directly proportional to the product of their masses and inversely proportional to the square of the distance between their centers. In Albert Einstein's general theory of relativity, gravity is described by the gravitational field equations as a manifestation of spacetime curvature. Independently of these theories, the author of this article carried out an extensive systemic investigation of regular geometric figures and the rotation of bodies in a theoretical concept called the Theory of Dimensions Space. In the process, he found that the cosmic forces forming accretion disks gradually balanced out during the formation of planetary orbits, yet they continue to influence the functioning of rotational systems. Everything fits within current scientific knowledge and develops it further. The Solar System was chosen as an example for calculations, aiming to establish generally valid formulas that confirm this complex interaction of forces in a regular rotational system, and to derive its deformations. Geometrically, the model is based on the spiral effect of rotation, which provides precise values of selected orbital characteristics of the planets. At the same time, the increase in the planets' self-gravity with increasing distance from the centers of their spherical mass spaces is addressed systemically. The model does not use the value of Newton's gravitational constant.

Version 3 incorporates an improved English translation, modified input data, new references, explanatory notes, and supplementary notes on the interpretation of the new model (see Sections 7.1 and 7.2). In additionally, it includes a comparison with measured numerical values (see Section 7.3) and, as required by the specific journal, also explanatory notes placed after Table 4.