The force that started the universe - the vacuum force

Vacuum force: F=δρ(Vv)——(1), δ proportional constant, ρ is the density of non-empty space, V is vacuum space, v is non-vacuum space, deformation (1) formula F=δ(ρV-m)= δρV -δm——(2), m is the mass of the universe without the beginning, δ is a proportional constant, that is, δm is a constant, so the magnitude of the vacuum force is determined by the size of the vacuum space and the density of the non-vacuum space. We can see from equations (1) and (2): when the particle volume v tends to zero, the magnitude of the vacuum force F=δρV. The density of the particle forms a vacuum, and the vacuum makes the density of the particle. The two complement each other, and in extreme cases, they jointly form a vacuum force. The vacuum space is proportional to the density of the particle, namely V=kρ, where k is the proportionality constant, ρ is the density of the particle, the size of the vacuum force F can be written as: F=δkρ², δk is also a constant, the vacuum force is rewritten as: F=zρ² , let z=1, this condition is not Newton. In the case of defining z=1, the unit of force is the Newton power. Vacuum force: F=ρ². The density of the singularity is: 10⁹⁷kg/m³, and the vacuum force at the big bang: F=ρ²=(1097)²=10¹⁹⁴ Newton power. It can be seen that the vacuum force was very huge at the beginning of the universe.