Strong force

Gravity force between two different bodies A and B with a distance D among themselves, in a circular motion at velocity v and ray R according to the following figure.

The velocity v in circular motion is the tangential velocity in every instant. Thus, if we want to calculate the gravity force between bodies A and B of the figure above, we will use the tangential velocity v´ of the joint in that instant considered as such joint had arrived from far at rectilinear velocity v´, in a direction perpendicular to the ray, according to the figure 2.
Thus, on the referential of the joint of two particles AB that are at velocity v´ of its circular motion, we can consider such motion as a rectilinear motion v´.
Thus, we have:

In the motion pf the joint of bodies A and B at velocity v´, a body will exert over the other one the gravity force, as we have already seen in "Gravity force between two bodies A and B with parallel velocity v on any referential”. XXXX
In case of rectilinear motion, we have:


Considering an observer on Av, the force Fv that attracts B was due to the energetron emitted by body A on position Av at velocity c, which have covered distance D, in a time t. On the other hand, the force Fo is due to the energetron emitted from A from the same position going from Av toward Bo at velocity c, covering a distance L in a time to, being that L can be calculated by figure 3, in triangle OAvBo.
Through the triangle of the figure, we have:

Solving such triangle, we have:

Thus, we write:

Then,

We know that L=cto, time that an energetron goes from Av to Bo or from Bv to Ao at velocity c in a time to, according to the formula above, we will have:

After that, To and Fo can be fixed and the value of t and fv in the formula can be varied, being:

According to the formulas above:

All reasoning that we have already developed is applied in the materialization of particles when two equal joints of particles in the same level AB orbit around the gravity center between them, at tangential velocity v´, seen by an observer on the referential of the gravity center of both joints, forming a particle of a upper level, according to figure 4.

In the materialization of two particles that form the joint AB, considering an observer on one of them, such as an observer on B, such observer thinks he is standing still seeing the other particle orbit around him in a ray of height D at a velocity v.

The gravity force between A and B will be given by:

Look at: "The gravity force between two bodies A and B in a circular motion at a tangential velocity v between them.” XXXX

The gravity force Fg in figure 5 decompose into Fg1 and Fg2, being Fg1 in the radial direction and Fg2 perpendicular to the ray, in the tangential direction. Such gravity force will leads to A turns around B creating in A a centrifugal force Fc. Upon turning around it, the force Fg1 will lead to A get closer to B increasing the gravity force according to the formula above, while the component Fg2 will leads to A be accelerated. Because of acceleration of A, in other words, the increase of its velocity, the centrifugal force will also increase according to the formula , in a more intense way that component Fg1 of gravity, because, the centrifugal force depends on the inverse of distance that decreases and also the square of velocity that increases; while the gravity force just depends on the inverse of the square of distance, therefore increasing with the decrease of the distance.
Being: so, if we increase the value of v, we will also increase the value of angle q. Consequently, the value of Fg2 also increases, which growth even more the value of v. Thus, It will have a moment that Fg1 will be equal to Fc (Fc = Fg1) and become constant, which leads to such both particles be in a stable dynamic balance
When the joint AB combines with another identical joint to form a particle of upper level, according to figure 6:

The velocity v’, which was originated by balance of a new particle, will influence on gravity force between A and B, through the formula:

where Fo would be the gravity force between A and B, if v’ = 0.
With the increase of gravity force Fv’, the force Fg1’ also increases, decreasing the distance D in such a way that its value begins to obey the expression D = ct.
Thus, we can conclude that the gravity force between two particles A and B is influenced by velocity v´ when such velocity connects to another joint forming a new level of particles materialization (Look at: "The logical gravity explains many levels of materialization of particles)”,which will turn the gravity force into strong force that is knew by Science.
The strong force becomes a very intense force when v’-c, being that Fv’ , which is denominated strong force now, will tends to infinite. Therefore, we are unifying the gravitational force and strong force!
Actually, such strong force takes place in many levels of materialization, increasing more and more its intensity, while such levels are being formed. While it occurs, the distance D between two particles A and B of 1º level (initial) has been reduced more and more with its respective level of materialization. The strong force is represented by the following general formula:

where:
v´is the velocity of particle in the second level;
v´´ is the velocity of particle in the third level;
v´´´ is the velocity of particle in the fourth level;
is the velocity of particle in (n+1) level, being
We must remember here that v is the velocity of particles in the first level before the constitution of other upper levels. W must also remember that the velocity of particle for each level must be obtained from the ray (R) and distance of each level, using the reasoning given in the formulas (13), (10) and (14).