Perfect Universe Theory with Infinite Layers of Nesting and Differentiability
Description
Momentum conservation and energy conservation are the basic laws of motion in physics. Nevertheless, for centuries new discoveries for fundamental laws have been scarce, there is also no unified mathematical expression between the macrosystem and the microsystem. Here I provides a universe model with a four-leaf catenoid upward rotationally layer-by-layer, in which the Milky Way is in five dimensions of space-time. I present the equations of complete momentum, complete energy, complete Lorentz factor ,new universal gravitation, and present the law of conservation of velocity. I also present new concept of kinetic flux and Planck's coefficient, derive the simplified equation of universal gravitation and the planetary precession equation, prove the equivalence of two-dimensional Schrodinger equation and universal gravitation equation. I also improved the first and second equations of Maxwell’s equations. When applying the philosophy of opposites attract, the essence of gravity is derived from the mutual attraction between matter and antimatter. When I further philosophically consider the hyperbolic cosine function form of complete energy, I find that it can explain the yin-yang and five-element frameworks of the Chinese Taoist school. From the view of catenary aesthetics, the philosophical implications can be extended to the human instincts of pursuing the truth (natural balance), the good (balance between humans) and the beautiful (being in harmony with nature). It is believed that these discoveries are not only scientific, but also will have an important enlightening effect on the sustainable development of mankind.
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Additional details
References
- [1] https://en.wikipedia.beta.wmflabs.org/wiki/Mass%E2%80%93energy_equivalence [
- [2] U. Le Verrier(1859), "Letter from Monsieur Le Verrier to Monsieur Faye on the Theory of Mercury and the Perichelian Movement of the Planet", Proceedings of the Weekly Conference of the Academy of Sciences (Paris), vol. 49 (1859), pp. 380-382.
- [3] Brown, J. W., Churchill, R. V. (Interpreted by Zhang Jianlong et al). Complex Variables and Applications. Beijing: China Machine Press, 2019.
- [4] https://www.satview.org/
- [5] https://physics.nist.gov/cgi-bin/cuu