A guide to building a unified field theory yourself.

  1. First, we must accept the fact that Minkowski spacetime does not exist as a physical object. True reality is a four-dimensional Euclidean space, but the way we exist and observe the movements of bodies causes us to observe Euclidean reality as if it were Minkowski spacetime.
  2. Assume that particles are waves in four-dimensional Euclidean space  with an equation that is an expansion of the wave function transcribed into the Euclidean coordinate system.

Waves are moving in space at a speed of V=1. A wave can have a positive or negative amplitude.

3. The wave described above is a vortex-like compression or rarefaction of space in four-dimensional space. In “our” three-dimensional space, we perceive it as oscillations.

4. A wave is a positive or negative deformation of space (compression or rarefaction). Since the energy of such a deformation is a function of the square of the amplitude,

combining the amplitudes of two particles with the same sign will cause a fourfold increase in the energy of the system of these particles, while combining the amplitudes of two particles with opposite signs will result in a total energy equal to zero. By spreading the particles to infinity, we see that the energy of the particle system tends towards a value equal to twice the energy of the particles. In the case of fig. a., the energy decreases from 4 to 2 at infinity, and in the case of fig. b., the energy increases from 0 to 2 at infinity. Thus, particles with the same signs will repel each other – Fig. a,  and those with opposite signs will attract each other – Fig. b. This is because the system of particles wants to reduce its total energy.

SO, THE ELECTRIC CHARGE IS A LOCAL COMPRESSION OR RAREFACTION OF SPACE.

5. Since the deformation of space rotates, it has angular momentum – in the figure shown in point 3, angular momentum is denoted by the letter L. The change in velocity in this figure corresponds to the rotation of the wave in the sr plane, and the change in the direction of velocity corresponds to the rotation of the wave in the yr plane. If the value or direction of velocity changes, the angular momentum will also have to change its direction, which will cause the particle to resist such a change, and the faster the particle rotates, the greater the resistance. Thus, the resistance of the particle to a change in the value or direction of velocity will be proportional to the frequency of rotation    and since the formula for inertial and gravitational mass is:  

so we see that the proportionality constant is Planck’s constant.

THE MASS OF A BODY IS THE RESULT OF THE ROTATIONAL MOTION OF SPACE DEFORMATION IN FOUR-DIMENSIONAL SPACE.


And that’s the whole philosophy of the mass and the charge. Details at
DOI: 10.13140/RG.2.2.35918.73280