### The description of the photon and the electron (as a boson and as a fermion) based on the grid field have several relativity theory cons...

The description of the photon and the electron (as a boson and as a fermion) based on the grid field have several relativity theory consequences.

The maximum speed

The coupling constant, the speed of the interaction between the grid particles is a given constant, no effect can go faster on the grid field, and this is the maximum speed, the speed of a non-loop particle, as the photon.

The maximum speed is not reachable for a loop-particle

A closed-loop particle, where the speed of the vibration on the closed-loop is the coupling constant, such particle can't travel on the speed of the coupling constant or faster on the grid field, because the loop cannot be closed in that case and the particle could not exist.

Time dilation

As time was described in the thought before, the time exists only for the particles which geometry is the closed-loop. The time itself manifested as the delay of the vibration creating the loop with the coupling constant speed on the grid. Its unit is the delay of the vibration to make a whole closed loop. Considering, if loop-particle moves on the grid with a given speed, the delay for the vibration to create a whole closed loop with the speed of the coupling constant is longer compared when it moves slower. It is because the distance needed to go to close the loop is longer, compared when it is going at a slower speed. The unit of its time will be longer. The connection between the speed and the change of the time is described quantitatively in the relativity theory.

The maximum speed is constant, independently how a loop-particle move

As it was described above, for any closed loop particle, its unit of the time varies how the closed particle moves on the grid field. If it goes faster, the unit of its own time will be longer because an extra distance needed to be taken by the vibration to complete the full loop, compared to moving at a slower speed. How much longer is the delay to make the whole loop with the extra distance? It is exactly the time dilation needed to see the speed of the coupling constant, the speed of the light, to be the same traveling at any speed.

Relativity

Relativity means everything is relative, I cannot compare to something absolute, only how is related to me. I can see the world as I am the resting place and everything is moving relative to me. This is true in the grid theory.

The grid is transparent to the structure built on it. The ratio between the strength of a grid particle localized to its place on the grid field (it may be the cosmological constant). The energy contained in a structure built from the vibration of the grid field particles (the "real world" particle, the particles that we can experience) is so huge that no friction can be experienced when a vibrating structure moves on the grid field.

For our world particle, no reference point exists on the grid field, only of itself and the other our world particles.

The runaway effect

The loop of a loop-particle is small, the coupling constant, the speed of the vibration is huge, so the unit of the time, the delay until the vibration makes a whole loop is small. When a loop-particle move on the grid field with small speed compared to the coupling constant, the extra route and the extra delay is small making the vibration to create the whole loop. The unit of its time changes just a little. However, when the speed of a loop-particle closing to the speed of the coupling constant, the extra route is much longer and the extra delay to make the extra route with the coupling constant speed even longer. It tends to be infinite as the speed of the loop-particle's speed tends to the coupling constant's speed.

Gravity

Gravity is the distortion of the grid field, which is the relative relocation of a grid field particle to the neighboring particles. Because the strength of how a grid field particle is located in its place is huge, the relocation, the distortion of the grid field needs lots of energy. Consequently, the gravity is weak, needs huge energy to distort the grid field. The ratio is well known compared to the other forces.

The vibration of the grid field makes the distortion on it. The synchronized vibration can create structured distortion on the grid field, can create a gravitation field. The synchronized vibration is the structured energy on this field, and this synchronized vibration is what we can experience as the particle of our physical world. The gravitational field is made by our physical world. It creates a structure of distortion of the grid field, and it is proportional to how much energy created it.

The distortion means that the grid field particles are not distributed evenly locally on the field. When a synchronized vibration, our-world particle travels on this field, it follows the path where and how the grid field particles relatively relocated. It follows the density routes, what we can experience as the particle moves in the gravitation field.

The distortion of the grid field, the gravitation field is made by the vibrating structures on the grid field. However, the gravitation field exists far from the vibrating structures. Practically the gravitation field can stretch to infinite distance from its cause. How the grid field model can answer this question leads us to the quantum theory consequences of the grid field theory.

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