HOLE TELEPORTATION by Leshan Universe border and vacuum holes

Teleportation in hole vacuum
(classical description of Hole teleportation)

The radius of hole teleportation and quantum teleportation is limited by Hubble sphere

Heisenberg compensator, teleportation as wave-particle duality (quantum description)

Hole Teleportation is the process of moving objects from one place to another more or less instantaneously, without passing through the intervening space.

C. Leshan Techical description of vacuum holes (To be published soon). This paper may start experimental investigations of Hole teleportation. conles_m@mail.ru

Classical explanation of Hole Teleportation: If we send an object outside of finite Universe, it must reappear back in the same time, because outside of Universe cannot exist matter. If the places of disappearance and appearance do not coincide, such displacement can be called teleportation.

Quantum explanation: Hole Teleportation is a demonstration of wave-particle properties of matter that object can exist as a particle or wave. Teleportation of matter is a successive transformation particle - wave - particle.

1. The energy expenditure for teleportation at any distances will always be equal to zero, because the object can pass this distance moving by inertia, without any energy expense.
2. The energy is necessary for curvature of space-time so that point 1 will coincide with point 2. All this energy remain in start place as an explosion.
3. At teleportation body can appear on its uniform rectilinear trajectory only.
4. The radius of teleportation is R (Mpc)= V/H + Rg (1 - V²/c²)^-1/2 , V - the speed of body, H- Hubble constant, c - the speed of light, Rg - the radius of Green sphere. The radius of teleportation is limited by Hubble sphere.

Vacuum holes

According to the standard theories of cosmology, the universe started with a "Big Bang" about 14 billion years ago and has been expanding ever since. According to the standard models there was no space and time before the Big Bang. During finite time of expansion, Universe could occupy a finite volume. All objects with finite volume must have a boder. What can be outside of Universe? Most of the authors assert that "there is nothing outside the universe, neither galaxies, not substance; there is absolutely nothing - neither space, no time" in generally. In other words outside the universe there could be a "pointform space" where the distance between two points is always equal to zero and as a matter of fact we could name it "zero-space" or "hole". Moreover this border can't exist in a single place because this way the cosmological principle is being violated, the principle according to which in the universe there can't be places, points privileged towards another place or point of the universe. As things stand the border of the universe must pass through every point of the space (as virtual holes) . This physical object is so-called "space with holes" or "hole vacuum" [2]. The holes exist in vacuum as some virtual particles that appears and disappears continuously. J. Bruno wrote: "The centre of the universe is everywhere, as well as its border does not exist anywhere." But now we can affirm that the universe has a center that exists everywhere and also has borders that exist everywhere.

At extremely small distances space-time itself becomes quantized, that is it appears as discontinuous particles (atoms) of space-time. The "foamy" spacetime would look like a complex turbulent storm-tossed sea, where space cells continuously appear and disappear. When space cell disappear, instead it appear a hole in space-time continuum, that is total absence of space-time. This hole is closed with the speed of light by surrounding particles. Therefore the lifetime of vacuum hole is very small but not equal to zero. Thus for creation of holes we must destroy space-time in given place. Vacuum holes also appear for short time in all cases where particles disappear (transforms), for example at annihilation of particle-antiparticle, radioactive disintegration.

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The basic description of teleportation is making body "N" disappears into point A and reappears in another point B by curving space-time so that point A will coincide with point B. There would be basically no passage of time getting from point A to point B as there would be no space to traverse. The notion "instantaneous" teleportation means that the events of "disappearance" of body in start point and "appearance" in another are strictly simultaneous on local clocks synchronized by Einstein method with light signals.

What would happen if we sent a body N outside of the Universe? Since zero-space is a point and where time as a property does not exist, therefore it can not contain a body N and consequently body N will reappear in the real universe at that same moment in time. With the distances between zero-space and any other point of universe being equal to zero, these holes can potentially exist in every point of universe. Therefore body N could appear at random in at point of in the Universe. Let we do the following thought experiment. In order to send body N outside of universe we must create the closed surface which consist from vacuum holes around body N for a little time dT. Then we'll ask, where was the body N during this time dT? Because inside of hole sphere one can not exist as outside of universe not exist the length and time properties, consequently body N had been existing all the time dT in another point of universe already. If we destroy the hole surface around body N, we destroy in this way the channel that connect this two points and body N will remain in new place B. Thus body N was successfully teleported from point A to point B through 0-space.

Inside of hole surface exist the geometry similar to a black hole. This place is completely isolated system concerning external universe. Not exist any ray or other radiation that able to penetrate through the hole surface. For internal observer the distance between center and hole surface is infinite, as the distances between every two points decrease from center to border and all distances are equal to zero near hole surface. The internal observer will move the infinite time to the border of this sphere. There is analogy with Zeno`s Paradox about Achilles and the tortoise. Achilles must do an infinite number of steps to the border because every next step will be shortly that previously and the size of Achilles will decrease in the same proportions.

    The transmitter of matter can be with internal or external hole production. First present a station that have a spherical room where is introduced the material body for teleportation (the sphere has the minimal area). On the external surface of sphere is equipment that produces vacuum holes around the body N. This station able to launch spacecrafts into very deep space, on the distance of billions of light years. For example spacecraft can appear in Crab nebula or near Sirius. Unfortunately we don't know the endpoint, but universe is uniform and isotropic, therefore is all the same where we found the planets for colonization or extraterrestrial life.
    Second method present a station that produce a hole surface around oneself, therefore this station can repeatedly teleport oneself to at random points of universe. In this case the receiver of matter is not necessary. There are probability after a number of teleportations the station will appear on its planet. The equipment for hole production in this case is inside of sphere. The energy expense are necessary for curvature of the space-time only but not for motion of body from point A to endpoint B. After teleportation all energy remains in the old place as explosion. First we must create the station with internal hole production.
    For hole teleportation we must create the equipment able to produce the holes in space-time For it is necessary to research interaction between vacuum holes and matter.

The receiver of matter could be built in following manner. After the disappearance of body N , it would reappear in a place that did not violate the energy conservation law. The potential of the force fields must be the same at the both points otherwise we would have a "perpetuum mobile" that would be have energy arising from nothing. For example, body N disappears from the surface of Earth and reappears at altitude of 100m above the Earth. Then when body N falls and work has occurred then all of the processes are repeated. Therefore body N could only appear in a place where such a processes was not possible.
Thus the transmitter and receiver of matter must have the same parameters of force fields. Since the gravitational and electromagnetic environment in transmitter and receiver must be strongly the same, I propose to place both apparatuses as satellites around a planet. Since both apparatuses are in the state of free falling around planets, the gravitational environment can be the same. Then both apparatuses must have metal screen against electromagnetic fields. The internal generator must create the same electromagnetic fields in both devises. In such conditions there are high probability that body will appear in receiver.

Quantum explanation of Hole Teleportation

There is a method of matter teleportation in quantum mechanics, similar to description of Hole teleportation. According to definition of teleportation, for teleportation an object first must disappear for observer. For this purpose we can use Bohr’s complementarity principle. It is stated that a object can either behave as a particle or as wave, but never simultaneously as both. A stronger manifestation of the particle nature leads to a weaker manifestation of the wave nature and vice versa. Thus if we increase de Broglie wavelength of object enough (λ→∞), it must disappear for observer. The object was smeared out over large region of space. Then follow localization (detection) of object in a random point of Universe. If the places of disappearance and appearance of object do not coincide, such movement can be called teleportation. Thus teleportation of matter is a successive transformation particle – wave – particle [1].
Teleportation of matter as transformation particle – wave – particle

Teleportation of matter as transformation particle – wave – particle

Thus quantum mechanics allow teleportation of matter (not only quantum state), if we’ll be able to increase de Broglie wavelength of objects. All quantum particles show such “teleportation”, when we detect particle with large de Broglie wavelength in a random point. Thus for teleportation we must transform macroscopic (classical) objects into quantum one by increasing its de Broglie wavelength.

Teleportation of matter using Heisenberg uncertainty principle

In quantum physics, the Heisenberg uncertainty principle is the statement that locating a particle in a small region of space makes the momentum of the particle uncertain; and conversely, that measuring the momentum of a particle precisely makes the position uncertain. Since for teleportation we must smear a object in a large region of space, the principle of uncertainty suggest idea about measuring the momentum of a object with absolute precision, in order to make object’s position absolutely uncertain. Paper [1] proves that for absolute precise measurement of momentum we must create a closed hole surface around object. The proof shows classical description: after creation of closed hole surface object forgets its position but remember momentum due to one appear in a random point of Universe with the same direction and the speed of movement. Such properties of Hole teleportation can be explained as absolute precise measurement of object’s momentum.

How to increase de Broglie wavelength of large objects

It is known that macroscopic objects do not have quantum properties because the Planck constant is ridiculously small. For example a particle with mass m= 1 g and speed v = 1 m/s have wavelength λ = 6.626 * 10 ^–31 m. The wavelengths of ordinary objects are much smaller than a nucleus. The implication is that for ordinary objects, we will never see any evidence of their wave nature, and they can be considered to be corpuscular objects for all practical purposes. How to increase de Broglie wavelength is visible from de Broglie formula – we must increase the value of Planck constant in de Broglie formula λ= h*N/p, where N is uncertainty introduced in quantum system by Heisenberg compensator [1]. To understand following ideas, please read [1] and “Hole interpretation of quantum mechanics”. In short, papers show that microscopic particles vibrate and have wave properties because of appearance of vacuum holes. Thus if we increase the size of vacuum holes, the rate of vibrations and wave properties increases. Thus N in the formula above is the number of elementary vacuum holes acting simultaneously on object as a whole.