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62、Universal Existence of Elliptical Orbits in the Universe
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Preprint of CERN doi :10.5281/zenodo.19963206 or https://doi.org/10.5281/zenodo.19963206 My academic identifier: orcid id: 0009-0005-2185-5790. You may go to the official academic website to retrieve and view relevant research content. Readers may copy this number to search on the official zenodo website (search by English title or English keywords) to view the full English and Chinese pdf texts. Abstract Celestial orbits universally exhibit an elliptical shape, while ideal circular orbits are extremely rare in the real universe. Mainstream astrophysics often attributes elliptical orbits to gravitational perturbations in many-body systems, yet it overlooks the core role of inertial momentum conservation and fails to recognize the essential value of elliptical orbits in storing excess inertia, providing motion buffering, and enhancing anti-interference capability. Based on the mechanism of inertial momentum storage and release, this paper demonstrates that the elliptical orbit is the optimal form for celestial bodies to retain excess inertia and achieve dynamic equilibrium between gravitation and inertia. It emphatically expounds the buffering and reciprocating characteristics endowed by excess inertia and their key significance in resisting cosmic disturbances and preventing gravitational collapse. The study shows that circular orbits, lacking inertial margin and buffering space, have extremely weak anti-interference ability and are prone to collapse under tiny disturbances. They exist only as theoretical ideal models and cannot remain stable for a long time in the real universe. This paper further clarifies that the dissipation of inertial momentum is the fundamental cause of orbital collapse and the engulfment of celestial bodies by central objects, thus improving the interpretation of the physical nature of celestial orbit shapes. Keywords: Elliptical orbit; inertial momentum; excess inertia; motion buffering; anti-interference capability; gravitational equilibrium; celestial motion; orbital stability 1 Introduction In the observation and study of celestial motion, a universal law stands out: nearly all orbits—from planets revolving around the Sun and satellites around planets in the solar system, to stars moving around the galactic center in the Milky Way, and even the overall motion of extragalactic galaxies—are elliptical rather than perfectly circular in theoretical symmetry. Traditional orbital mechanics usually attributes this phenomenon to external factors such as perturbations and initial condition deviations, without deeply revealing the internal relation between orbit geometry and the nature of celestial inertia. It further neglects the core logic of excess inertia, buffering reciprocation, and anti-interference capability, which determines the long-term stability of orbits. The real universe has no absolutely disturbance-free ideal environment. Celestial bodies possess initial inertial momentum at their formation and always retain a certain amount of excess inertial margin. This is the fundamental guarantee for celestial bodies to maintain stable motion, resist gravitational collapse, and withstand external disturbances. From the perspective of inertial momentum conservation, this paper systematically analyzes the storage and conversion mechanism of excess inertia in elliptical orbits, highlights the original viewpoint that excess inertia brings buffering reciprocation and improves anti-interference ability, compares the inherent defects of circular orbits (no inertial margin, no buffering, easy to collapse), and extends this law to large-scale structures such as the Milky Way. It reveals the deep-seated reason for the universality of elliptical orbits and constructs a theory of celestial orbit evolution more consistent with the real universe.  |
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