As we have said in the previous chapters, “Strong force” is simply gravity when is measured on the same sources of its birth, or what is the samething on the nuclear mass, reason for which seems to be so big. It is necessary to consider in this case that we cannot measure this gravity with regard to us, but with regard to the mass that produces it, and to be almost null the distances (relative to us) near to the atomic nuclei, the square of this distance until our level will be enormous.
Therefore it would be necessary to apply the equivalence relation among systems 10^23 since this is the distance from the atomic nuclei until our level, elevating it to the square since gravity diminishes with the square of the distance. In this case the result would be 10^46.
(To see the ajustments of potentials of the gravitational fields in the differents cosmic levels you can do it in complete link on Cosmology.- below-)
At the same time it is necessary to consider that electrons and other elements that rotate around the atomic nucleus are in balance of forces (centrifugal <-> gravity force) and therefore you can consider null their resultant attraction toward the nuclei.
Therefore gravitational resultant would only act on the nuclear masses and this gravitational force it would be enormous, as we have said.
Now then, to understand the problem better we can move to another equivalent system, which is our solar system, and to study it from another perspective:
In our solar system the planets, asteroids, comets, etc. they rotate around the sun and you can consider that their attraction toward the same one is compensated by the centrifugal force of their turn, and therefore, we could accept that they are not conditioned in an important way by gravity or “strong force” of the nucleus.
However if we try extracting of the solar nucleus a mass similar to that of Jupiter we would check immediately that this mass is conditioned in an important way by the gravity of the nucleus, or what is the same, for its “strong force.”
Let us make an indicative adjustment of this problem:
Let us consider in the sun with gravity 10^6 m/s.
As approximate mass to that of Jupiter we could put it 10^27 Kg.
Now well, to extract a mass of this size we would need for the less 10^33 kgm. of force.
But as to extract this mass what is needed in fact it is to destroy the solar nucleus, we would need in this case forces superior to 10^40 Kgms. (Nw)
On the other hand destroying the solar nucleus, planets would not need any force to escape of the system and therefore we could consider that these planets are not conditioned in an important way by the “strong force.”
Therefore, “strong force” it is simply gravity measured on the nucleus of the systems.
---For bigger information and demonstration in the chapter: Equivalence amog systems.
CLASSES OF FORCE
Two are the basic forces in the Cosmos: GRAVITY and MAGNETISM.
However, these two classes of force can act on different elements of the Cosmos, being observed this way as different types according to the circumstances.
Until the moment we can consider as main types of forces to the following ones:
Nuclear STRONG FORCE: Gravity force >>>> Above explained.
HIGHEST system FORCE: Magnetic force >>> Magnetic forces of very high power that destroys gravitational systems (atoms, stars) when they surpass their absolute level of magnetic balance. (see specific topics).
ELECTROMAGNETISM: Magnetic force >>>> Magnetic force of middling power that create the orbits of the gravitational systems, situating the necessary orbital ones on these orbits. This force also attracts or repels to other orbital ones when they lacks or have more than enough in the system.
- Here it is also included the rebalance of orbital ones when attracting and fixing satellites on them. For example planet with satellites and electrons with satellite particles.
WEAK FORCES: Magnetic forces >>>>>>>> > Magnetic forces of low power which have the mission of completing the total magnetic balance in the systems, attracting or expelling mass or energy until balancing the system totally, completing this way the Law of Universal Balance: To so much volume---so much energy.
These forces give or admit calorific energy in the atoms and meteoric materials in stars to complete the mentioned law.