Physical vacuum and closed worlds

Physical vacuum and closed worlds
V.T. Vertushkoff

Dniepropetrovsk, 49128, Ukraine

www.vertushkov.dp.ua

Date of place: 08.02.2000

Physical vacuum is considered as a point without dimension, expansion and inside structure. It's supposed that a vacuum point serves as natural physical medium for closed worlds. They (closed worlds) are able to be in state of the equilibrium in the natural physical medium.

The vacuum point is unobservational and indiscernible «nothing» being everywhere in the space. Zero is a mathematical analogue of the vacuum point.

Some characteristics of zero and vacuum point.

ZERO	VACUUM POINT
The mathematical transformations are made in the mathematical space against a background of multitude of zeros being in the space in an unobvious form.	The physical processes proceed in the real space against a background of multitude of vacuum points being in the space in an unobvious form.
Zeros are indiscernible and equal (identical). The same zero fills infinite multitude copies in the mathematical space O₁ = O₂ = … = O_n = … = O.	Vacuum points are indiscernible and identical. The same vacuum point fills at infinite multitude copies in the real space.
Zero contains infinite multitude of identical zeros to it O = O₁ + O₂ + … + O_n+ …	Vacuum point contains infinite multitude of identical vacuum points to it.
It is possible to extract infinite multitude of identical opposite sing different pairs of numbers from zero O = (1–1)₁ + (1–1)₂ + … + (1–1)_n + …	Vacuum point contains infinite multitude of identical pairs of particle – antiparticle at the form of closed worlds [1].
It is possible to extract infinite multitude of different opposite sing pairs of numbers O = (1–1) + (2–2) + … + (n–n) + …	Vacuum point contains infinite multitude of different pairs particle – antiparticle at the form of closed worlds.
1 – 1 = O – «annihilation» with transition to zero equal of absolute value and opposite sing numbers. Note the data pair of numbers transfers into «existing» zero but doesn’t make it. From the written down zero it is possible to extract infinite multitude of copies both data pair and others pairs of numbers.	e^– + e⁺ – annihilation with forming the closed world (of a photon) [1]. The formed photon transfers from the real world to the virtual condition, i.e. to the vacuum point.

This a vacuum point contains the extremely great number of closed world prossessing the external gravitational fields [2]. Apparently according to Einstein Universe is closed and spherical and being at a vacuum point. On the one hand the taken as “nothing” vacuum point doesn’t have observed properties and characteristics. “Nothing” is “nothing”. On the other hand “nothing” is inexhaustible. Some vacuum point can contain multitude closed universes developed from the elementally closed worlds (containing a pair of particle – antiparticle).

We will consider the photon’s motion in void as the displacement of its vacuum fluctuation, i.e. the transferring photon accomplishes cross mechanical oscillations relative to the equilibrium position or in other words relative to the vacuum points on the line, along that the photon is transferring at the data moment of time. Planck’s constant h characterizes force F. This latter operatives to the photon out of the vacuum. Proceed from dimension the quantity h may be written (for a photon)

where F is the force operatives to a photon, ν is frequency of photon’s vibration, E is the energy of it. One can see from the formula the force F determines the frequency v of photon’s oscillations according to its energy E. The energy of the photon, as closed world, is the energy of its gravitation field [1]. The photon, containing the resting e^– and e⁺, has energy of the field

From here

For free e^– moving at a velocity v

10⁶ m/s

The more energy of the particle, the more powerful of effect on it resultant gravitational field of the vacuum point.

References

[1] V.T. Vertushkoff. Photon as closed world.

[2] V.T. Vertushkoff. Planck's units.

E-mail: vertushkov@ua.fm

V. Vertushkoff
Kommunarovskaya str. 16, Flat 332
City Dniepropetrovsk
UKRAINE, 49128