Atomic, Planetary, and Biological Systems Described Under A Common Idea

This paper describes planetary systems, atomic systems, and biological systems under one idea, as such it is kind of a theory of everything. In Part 1 of this paper I show that the system of measuring time we have today, that divides the day into 24 hours and the hours into 60 minutes, and the minutes into 60 seconds, that came to us from the ancient Sumerians, who divided the day into 24 hours, and who gave us the base 60 counting that resulted in our base unit of time, the second, to have the duration it has today, was a choice that happens to coincide with my theory that shows that our Earth/Moon/Sun system and atomic systems have a solution in common of the Schrödinger wave equation with the same base unit of time of 1 second. The ancient Sumerians were the first to settle down from wandering, following the herds and hunting them with stone spearpoint to invent agriculture, architecture, mathematics, astronomy, and writing. They gave us civilization as we know it today. Since their second came to us from their system of counting and I have found the second to be a base unit and natural constant for our planetary system and atomic systems in common, I think it is reasonable to suggest that perhaps they were given their system of mathematics by ancient Aliens. This is easy to suggest because their writings say they were given their knowledge by “Those who came from above.” Part 2 I have a theory for the star systems, the planets and their suns, wherein such systems are solved with the Schrödinger wave equation that is used to solve atomic systems. The result is that star systems and atomic systems, systems on the macroscales and microscales, are governed by the same underlying principles. It came to pass that this theory indicated an overlap with biological systems indicating that biological life could be part of the same idea. Here I develop that. Part 3 Our solution of the wave equation for the planets gives the kinetic energy of the Earth from the mass of the Moon orbiting the Earth, but you could formulate based on the Earth orbiting the Sun. This yields one second as a base unit as well. Part 4 We want to find what the wave equation solutions are for Jupiter and Saturn because they significantly carry the majority of the mass of the solar system and thus should embody most clearly the dynamics of the wave solution to the Solar System. Part 5 We want to solve a habitable planetary system in general and apply it to another star system. We must include the solution of its moon as well, because the Moon of the Earth makes life optimally possible.