A Novel Mathematical Model for Understanding Celestial Rotation and Vibration Dynamics

Sandeep Kumar Mitra ()

International Journal of Innovative Science and Research Technology (IJISRT), 2025, vol. 10, issue 11, 1995-1999

Abstract: This study proposes a novel mathematical equation which accurately describes the relationship between rotation period, mass, radius and frequency factor of vibration for the Sun, Earth and Moon. The proposed Equation stands for spherical, oblate spheroid Celestial bodies. It is hypothesized that the Sun’s vibration contributes to its rotation about its axis. The Sun, as the central body of the solar system, exerts significant influence on vibration and rotation of other Celestial bodies Earth, Moon which also vibrates in almost same frequency as the sun vibrates. The Sun controls the planets along with their satellites to revolve around it and also rotate about their axis. It has also been observed that due to high magnitude of earthquake, the angular rotation speed of the earth increases and gradually it retains to the original rotation speed. The equation is validated using publicly available data and offers new insights into Celestial mechanics.

Keywords: Celestial Bodies (E.G.; Sun; Earth; Moon); Celestial Mechanics; Solar System; Rotation Period; Sun Dynamics; Radius of Celestial Bodies; Mass of Celestial Bodies; Frequency Factor of Vibration of Celestial Bodies; Frequency Factor of Vibration of the Sun; Mathematical Modelling. (search for similar items in EconPapers)
Date: 2025
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Persistent link: https://EconPapers.repec.org/RePEc:cvr:ijisrt:2025:11:ijisrt25nov768

DOI: 10.38124/ijisrt/25nov768

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