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A New Propulsion System

“I know you can’t stay forever in that world…” The Sun is a benefic star; it has a magnetic field which spectrum is compatible with the human’s life one. But it is not Eternal. It is a mass combustion star and, as so, it must follow the entropic destiny of its pairs, becoming a white dwarf and, in the end, a black dwarf. This means that the space travel pursuit of the intergalactic dream is not an evading diletancy – it is a must for the human species to solve in order not to perish, evolving into the knowledge of how to modulate the common parameters around any cosmic catastrophe. Do not let illusion veil your minds: the ominous vortex at the center of our galaxy will obliterate all its mass in the end, completely erasing all the information before stabilizing dimensionally. Hence, we must look somewhere for a new empathophysical modulator to serve our species. Where?

The problems around interstellar voyage arise from light speed as the limit settled by orthodox physics for the space travel.

The research for an alternative solution took us around several prospects. One among seemed very promising to me from the beginning: the use of the tunnel-effect. But tunnel-effect works on dimensional physics realm (see Quantum Field and Dimensional Field). Any motor we could conceive for our spaceships would necessarily consider dimensional wall as a component, forcibly variable, preferably controllable. And, as far as we know, there is only one cosmic object suitable to produce a dimensional field – a black-hole.

Taylor, who popularized these matters making the theoretic investigation front accessible to all of us, talked already about the hypothesis of taming a black-hole – that cosmic rarity so common at the quantic level. But quantic black-holes are almost a lunapark curiosity; as soon as they appear they dimensionally vanish, hiding from any significant manipulation. What we needed was something “intermediate” between natural quantum reality and the known cosmic manifestations.

In short: the creation of a black-hole was impending.

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Could it be possible? Let us see.

The reason why intermediate black-holes do not exist in nature stems naturally from their method of formation: only the huge mass of a neutron star is able to produce the balance-break needed to produce the singularity and the absolute (dimensional) introversion. And the quantum discrete peaks evolve randomly.

In order to create a workable significant singularity we had to produce the material collapse inside a circumscribed realm and modulate it in order to use it as we wanted.

We faced this problem step by step. What should be done in the first place? To create a small neutron star, of course. But how to do it?

Doomed Islands

Our first research efforts addressed elementary production. If we could create in lab an element heavy enough, we would reach a singularity threshold we could reproduce at our will: the element would not decay – instead it would be dimensionally transferred. But the energetic investment implied would be impracticable. Then, which alternative pathway should we follow?

I always considered the laser field as a promising one, although I also considered the first hypothesis. The solution would arrive throughout my study of the hypercampic evolution associated with tunnel-effect.

If we shoot two laser rays against each other, what happens? Not much. Photons collide, their waves multiply according to the interference pattern and the energy spreads and dissipates. A dead end for us… Wrong! If we manage to cancel dispersion, we solve the problem. The solution is much easier than the hypothetic armories of fields and deflectors would promise. We merely have to concentrate on a single focus a laser crown with enough rays as to get an incidence inter-angle one unit below the wave angle for the used frequency (the angular parity is unstable). In this case, dispersion is impossible because the interference phases cancel each other (if we shoot a laser ray against a perpendicular mirror, the light is reflected to the emission fountain because of phase interferences and spread due to the peculiarities and imperfections of the used media; but, if the incident ray is absolutely coherent, the mirror a virtual one and the experiment hold in vacuum, there will not be reflection and the energy will disappear behind the Planck wall). Energy concentrates and accumulates in the focus as long as the system remains working (entropy loss is minimal). We can produce a crystalline deflection interface using a holographic function; and the rest is mere operative technics.

Our small energy star starts growing as a new singular object: a relative plasma, the physical object that stays on the threshold between matter and energy (almost a consubstantiation of Einstein’s formula E=mc² ). The evolution of this object depends on the parameters we associate to the energy feeding system, namely modulating the intensity of the incident radiation.

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A relative plasma is not a black-hole. The dimensional component associated with it is passive – we say we are before a metadimensional equilibrium interface. But, if we correctly modulate the emitted flux intensity, the relative plasma will reach nucleosynthesis energy level and start to materialize – a nucleus of matter which stabilizes towards the neutron form, wrapped into a tensor aura of decreasing density that spreads towards the metadimensional front (and this neutronic nucleus keeps growing as long as the system is fed).

In cosmic space, a black-hole is an object which, considered within our human scale, involves hardly conceivable energies. This stems from two reasons: the stars that can create them are themselves huge astronomic objects which mass precipitates, step by step, the final collapse (something only surpassed by the great spiral galaxies which form the accretion disk around the primordial black-hole in their center); and the gravitic field involved amounts to the equilibrium levels of stellar coordinates, fading though light years along an entropic discrete curve where hardly imaginable energetic transferences are stretched. But our neutronic object merged on the relative plasma does not need to wait for such a huge gravitic fractal. Modulating the intensity of the laser flux is enough to get a Chandrasekhar threshold practically ad libitum and disclosure the nucleus collapse as for us to get the desired universal momentum (tit is not exactly a Chandrasekhar threshold but its “equivalent” for the singularity associated with the relative plasma).

There we are, at last holding a workable active dimensional interface – the operative base and the energy fountain we needed (*)! Our little black-hole has no possible worm counterpart; it’s draped by the relative interface, and all the physical hypothesis of its little universe struggle dimensionally inside itself. Where goes the falling flux to? To the center of the center of the center – infinitely, creating a universal momentum. And it is exactly here that the tunnel-effect becomes useful.

Let us recall Gamow’s useful image for the quantic toys builder: a little sphere painted with quantic colors lays aside an excavated little cone, similar to a volcano, with a crater into which bottom the sphere is transferred by tunnel-effect. The precious component of this image lies on the spatial visualization involved, which allows us to easily engage through the hyper-fields of dimensional physics.  

Hyperfields

What are hyperfields? They are hyperbolic fields, in oltre, articulated according the mathematical and geometric principles for the hyperbole: asymptotic symmetry. Imagine a common hyperbola as we learn to trace it through the secondary school. If we turn this figure around an axis perpendicular to the symmetry line and passing through the asymptotes crossing point, we get a revolution hyperboloid – two symmetrical shells which constitute a tridimensional hyperbolic spatial field. When Gamow’s quantic sphere shifts into the crater, it makes it as a hyperbolic reflex: its stationary state travels from one’s shell function solution into the other as if from shell to shell (which is not the case; the two arcs of the hyperbole induce us into a topologic, geo-mathematical delusion: we think about “two” figures, while it is actually just one). From math’s point of view the sphere does not move; it’s the hyperbola geospatial orientation that changes where the “start” and “arrival” points are hyperbolic reflexes. That is why the sphere at the interior of the cone is not a replica or clone of the exterior one – it is in fact and absolutely the same sphere, at the same point of the same mathematical function, floating between the two asymptotic alternatives (the two function roots). Sadly for us, randomly – not practical. Then, where do we get in?

We still have to investigate a fundamental aspect: which is the fundamental physical reality underlying the tunnel-effect? We know that Gamow’s history is but a metaphor. Tunnel-effect does not happen in nature at the macroscopic level used as illustration; yes it occurs at the quantic level, and has already been registered and photographed in laboratory through some of the best documented experiences of modern physics (2). We verified that it happens. But how? What physical reality allows the hypercampic reversal? It forcibly must be something that contains a universal momentum – for instance, a dimensional interface. Feasible? Yes, absolutely. We know that micro quantum black-holes are created by quantum discrete critic peaks (vacuum quantum fluctuations; the inter-galactic effect for negative energies is explained further on). When merging into their introjection, micro black-holes create a background matrix of dimensional points which stretches across the whole Universe. It is just as if all the space and all the matter existed on an infinite sea of little points that tension the whole structure, creating a random matrix (similar to the electronic cloud), doubtlessly present and active. It is that background dimensional matrix that works boldly as a reflector, allowing tunnel-effect. In bold because, in fact, the particles where the effect was observed are not reflected, as we saw. The background matrix dimensional interface (not to be confused with the cosmic background radiation, a residual product from big-bang) creates a universal momentum which allows-generates the asymptotic inversion of the hyperfields. All this occurs banally at quantic nature’s level; sadly for us, always randomly.

But now we have got a dimensional interface that we can manipulate: the black-hole that absorbs the universal momentum at the center of our relative plasma.

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