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Empirical formula for all energy scales


Kuyukov Vitaly

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Proposed on the basis of the model preons, I obtained an empirical formula for all energy scales (neutrinos, standard model, theories of great unification, planck scale).

Mn / Mq = (Mg / Mp) 2

Mn = 0.13  eV          Mq = 1  GeV          Mg = 10^14  GeV        Mp = 10^19  GeV

The great thing is the relationship between these scales based on this one formula.

E = 1 / Mp2 ∫dA dB dC

Where A, B, C are parameters of the braid topology in the form of gravitational field lines. This formula shows that the energy of the particles is a combination of the field fluxes A, B, C in the spit topology.

In general, the uniform dimensions of the braids are the same

A = B = C = 1 / L

Then the energy will be

E = 1/Mp2 ∫dA dB dC = Lp2 / L3 = 10 ^ -70 / 10 ^ -84 = 1 GeV

At a proton energy E = 1 GeV, the size of the topological structure is L = 10 ^ - 28 m, which corresponds to the scale of the theory of great unification (the mass of the monopole is 10 ^ 14 GeV).

 

 

 

Безымянный.png

vb.pdf

Edited by Kuyukov Vitaly
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https://en.wikipedia.org/wiki/Preon

Is it?

Though yours are "braided."

Preons, in a nutshell, are sub-quark/lepton structures.

The L's are the characteristic dimensions of the braids, if I understood Vitaly correctly.

At GUT unification scale the braids' dimensions become comparable Lx,Ly,Lz.

This unification scale is given by the mass of the GUT monopole.

Another question:

If you're disposing of SS, how do you deal with vacuum energy? And scalar-field renormalisation?

In a nutshell, please.

Edited by joigus
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53 minutes ago, joigus said:

https://en.wikipedia.org/wiki/Preon

Is it?

Though yours are "braided."

Preons, in a nutshell, are sub-quark/lepton structures.

The L's are the characteristic dimensions of the braids, if I understood Vitaly correctly.

At GUT unification scale the braids' dimensions become comparable Lx,Ly,Lz.

This unification scale is given by the mass of the GUT monopole.

Another question:

If you're disposing of SS, how do you deal with vacuum energy? And scalar-field renormalisation?

In a nutshell, please.

You are absolutely right. The vacuum energy near the GUT makes the main contribution to the braid topology (monopole mass).
There are two solutions
1. The super scalar Higgs field at the GUT scale affects the braid topology

       Ф ~ A ~ B ~ C

2 Braid size increases to GUT scale due to cosmological inflation
I'm interested in the second option.
 

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