An Investigation of the Universal Gravitation Constant Based on the Celestial Clock
This innovative study challenges existing theory of gravitation, suggesting an important modification that better explains the mechanism of the solar system. Through hundreds of mathematical proofs using calculations based on our solar system and an important discovery regarding the interior mechanism of the sun, the author reveals an important aspect of gravitation overlooked by modern science that extends our understanding of the our own solar system, as well as other galaxies and celestial motion in general.
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Actually the relation astronomical clock average density 1652 average sum axial motion calculated periods calculated value Charon Deimos densities of Jupiter density of sun‘s destination masses distance from sun Enceladus frequency Galactic Sun galactic system gravitational force Hence t1 Hence the calculated Himalia inside the sun Jupiter and Saturn kg.m The product line graph Lysithea magnification Mars namely Jupiter mass and distance matching value Maximum error Md e-t mean distance memory relation Mercury Milky way galaxy N0e-t the value N0e-tcan be strictly Neptune and Pluto period t1 periods of destination periods of sun Phobos planets Jupiter planets to satellites planets Venus Pluto have average powers of mass reference with rotational rotational period satellites assumed sidereal motion sidereal period solar system source and destination sum of densities sun responsible sun‘s core Sun’s taken as N taken as N0 thousand order Uranus value of density value of t1 verses powers
Page vi - Starting with the sun and going outward we find that there are nine planets, namely Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus, Neptune, and Pluto.