Title:

Effects and Evidence of the Background Field

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3. GRAVITATION

The BF is no gravitational field by itself. Gravitation happens only if there are fermions with certain kinetic energy inside the space. Since in our universe, every particle is in a constant movement, together with all the existing galaxies and other celestial formations, fermions are therefore constantly interacting with VGs of the BF. A part of the kinetic energy of fermions is transferred to VGs, and according to [1], RGs are produced in form of gravitation waves.

For each interacting VG that leaves the BF as a RG, there is a momentary reduction of the BF, and the BF consequently contracts. A second particle close to an interacting particle is pushed consequently closer to the latter. Therefore, it seems to exist a force that tends to attract both particles mutually, but in effect, it is the BF that has become contracted between both particles, thus producing the “illusion” of a gravitational attraction. In consequence, a constant momentary reduction of the BF due to the presence of moving fermions is what we call “gravitational field”.

A momentary reduction of the BF is able to approach two fermions mutually, since both are constantly interacting with VGs of the BF and are therefore constantly anchored to it. This is because the above mentioned neutral interactions loosen the strings that maintain VGs linked in the BF. In order to loosen a string, it is necessary that a fermion connects physically to a VG, and in this state, it is anchored to the BF and can be moved by momentary reductions of the same. Furthermore, any fermion is very large with regard to VGs, so that it always interacts with several VGs at the same time and never stops to interact.

The faster a fermion is, the more interactions with VGs will happen, and the more the BF contracts. In consequence, faster particles have a higher “gravitational attraction” than slower particles. In consequence, the gravitational attraction of a particle could be very small or zero if it did not move with respect to the BF. Therefore, this model predicts that matter in absolute rest (if this could be achieved) will present no gravity. Consequently, a further evidence for the BF would be if we could detect that matter cooled near the absolute zero has less weight than at higher temperatures.

 

  
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