The equilibrium of nature

The nature balance

All the bodies of the universe have two main velocities. The uniform velocity of the expansion of universe, acquired by Bib Bang, it is only seen by an observer in the absolute space; and the circular velocity, which is responsible for the nature balance.
In this balance, the radial component of gravity equilibrates with the centrifuge force that appears in the circular motion of bodies and the tangential component of gravity is responsible for the circular motion of bodies.

In this figure, to an observer on the A and B motion’s referential, two bodies A and B, with the same mass, in a dynamic balance, move in a circular orbit around the center of the gravity O between them.
An observer on the A body’s referential thinks that he is stopped and seeing the B body orbits around him, in a distance D, with velocity v. On the B body, the force of gravity F₂, due to the energétrons emitted by body A, decay in the tangential gravitational force F₅ and in the radial gravitational force F₆, where the F₆ force equilibrates with the centrifuge force that appears in the body B, due to the circular motion of the body B, being F₅ the force responsible for this circular motion of the body B around body A.
In the same way, an observer on the B body’s referential thinks he is stopped and seeing the A body orbits around him, in a distance D, with velocity v. On the A body, the force of gravity F₁, due to the energétrons emitted by B body, decay in tangential gravitational force F₃ and in the radial gravitational force F₄, where the F₄ force equilibrates with the centrifuge force that appears in A body, due to the circular motion of A body, being the F₃ force responsible for this circular motion of A body around B body.

We saw the animation in the figure above. We can observe that in it the energétrons have straight trajectories and the gravitational line created by them is curve, to an observer on the one of bodies.

To Logical Deductions, the centrifuge force Fc is a real force that equilibrates with the radial component of the force of logic gravity F_g1; While the tangential component F_g2, which is always perpendicular to the earth-moon axle, keeps the moon moving around the earth, where:

The nature balance on the subatomic particles

Two subatomic particles A and B with the same mass are maintained in dynamic balance when the radial component F₄ and F₆ of the strong gravitational forces, applied on a particle, stimulated by the energétrons emitted by another particle, equilibrates with the centrifuge force F_c that appears due to the circular motion of the particles. The tangential components F₃ and F₅ of the strong gravitational forces are responsible for the velocity v of these particles.

In this figure, we see the curve and blue gravitational line created by the energétrons emitted by B, which exerts a strong gravitational force F₁ on particle A and the curve and red gravitational line created by energétrons emitted by A, which exerts a strong gravitational force F₂ on particle B.

The nature balance between the electron and the nucleus of the atom

The electric force between two bodies at a rest state which are electrized is given by the formula

where:
- Q₁ is the electron’s charge,
- Q₂ is the nucleus´ charge,
- D is the distance between two bodies,
- K₀ is the dielectric constant of vacum,

where , Feo would be the electric force between both nucleus and electron if it did not exist a motion between them, it means, v = 0.
The electron is in balance in its orbit around the nucleus of atom when the radial component of the electric force Fev₁ equilibrates with the electric centrifuge force Fce that appears due to the electron’s motion around its nucleus, where the tangential component F_e2 of the electric force is responsible for the circular motion of electron.