Mathematical Universe
Aristotle → Galileo → Kepler → Newton → Einstein → Schwarzsai →kruzcar→Wang Weimin
1. Aristotle suggested that heavy objects fall faster than light objects. The heavy ones are the earth, and the light ones are the sky.
2. Galileo suggested that heavy objects fall as quickly as light objects. The formula for accelerating motion is obtained: s=v₀t+gt²/2.
3. Kepler proposed that the ratio of the cube (a3) of the orbits of all planets falling around the same central celestial body to the quadratic (T2) of its orbital period is a constant: a³/T²=k.
4. Newton proposed the source of the acceleration of the whereabouts of objects and planets - the law of universal gravitation: F=GMm/r².
5. Einstein proposed to solve the object under The gravitational field equation of the fallen precise orbit: Gμν=kTμν.
5. Schwarzsie solves Einstein's gravitational field equation to obtain Schwarzsie's solution with a black hole event horizon:
ds²=(1-r₀/r)c²dt²-(1-r₀/r)⁻¹dr²-r²dΩ²
Where, r₀=2GM/c².
The inside of the black hole is a unidirectional motion region, the horizon is a unidirectional membrane, and the outside is our universe. From then on, the mathematical expression of the universe is found.
6. In order to eliminate the singularity of the radius of the horizon and leave the natural singularity of the black hole singularity, Kruzkal proposed the Kruzkal metric for the whole time and space:
ds²=(32G³M³/r)[exp(-r/2GM)](-dT²+dR²)+r²dΩ²
Its coordinate system is divided into four areas. The first area is our universe, the second area is a black hole (one-way motion area), the third area is another universe, and the fourth area is white hole (one-way motion area).
7. Wang Weimin defines Wang Weimin - Hubble constant on Kruzkar coordinate system , describing the origin and evolution of the positive and negative universe:
The radiation power of the white hole of Wang Weimin particle
W=c⁵/(4G)≈50,000 ⊙ energy/second
where ⊙ represents the sun.
The speed of the universe's inflation and expansion
R'=HR=R[c³/(4GM)]tanh[c³t/(4GM)]
The acceleration of the universe's inflation and expansion
R"=R[c³/(4GM)]²
The total mass of the universe
M=c³/(4GH)=c³T/(4G)≈10⁵²kg.
According to one line, it is integrated. This is the great achievement of the mathematical universe of human beings.
