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Ovoidal nuclear fusion reactor

21.02.2013.

Petar Bosnic Petrus

 

Revolution – nuclear fusion of FTL particles.

More complete article at:  

http://www.petar-bosnic-petrus.com/articles-download/Ovoidal-nuclear-fusion-reactor.pdf

There you can find the figures.

OVOIDAL NUCLEAR FUSION REACTOR

The behavior of an electric field of superluminaly fast particles

We have already stated above( In the article „Superluminal conical and paraboloidal particle accelerators“) http://www.petar-bosnic-petrus.com/articles-download/Superluminal-particle-accelerator.pdf  that velocity of light, c is not the speed, or property of lihgt itself, but rather the property of a medium which transfers electromagnetic impulses. As we stated in the mentioned article, velocity c is, a TRANSFERNCE CONSTANT of vacuum or “pure space“. This statement is an assumption which are the most important prerequisite for understanding a behavior of hypothetical superluminally fast, electrically charged particles (ECP).

But, at the first, a few words about ECP that are motionless, or those which are moving at a lower subluminal speeds. In these cases, their electric field, or Coullomb`s barrier have sferical form, and manifests itself and act equally all around atom nuclei. Fig. 1

When, however electrically charged particles – proton, or atomic nuclei – move through space faster than light, then it’s electric field – Coullomb`s barrier – will not manifest itself, or act, in front of the particle (nuclei), but in the form of coma, “dragged” behind it. See fig. 2

This transformation of particle’s electric field form occurs because the particle’s speed is greater than the speedwith wich space can transfer electric field, so it moves behind the particle, which is “pulling it”.

Any ECP moving faster than light is electrically neutral in it’s frontal, part – the part that is facing the direction of it’s movement. Precisely because of their electric neutrality in frontal part, superluminally fast particles will not have to overcome the resistance of Coullomb’s barrier, and will easily reach the area of action of nuclear force and connect or fuse with other particle’s mass. See Figure 3

This rule is also applicable to the collision of two or more superluminally fast particles. See figure 4.

Ovoidal nuclear fusion reactor.

Because of described transformation of the shape of Coullomb`s barriers, at superluminal speeds of particles and because of elimination of it’s action (resistance), it would be more cost effective to initiate and maintain nuclear fusion by colliding particles moving at superluminal speed. This kind of reactor in which it occurres would consist of two paraboloidal accelerators

which would be opposite turn one to another and merge to a single device.See fig.5

1.ovoidal reactors space, 2. perforations through which nuclear fule mixture is injected into the reactor, 3,the central magnetic coils, 4 reactor’s steel wall, 5. Particles of nuclear fuel that are injected into the reactor and accelerated toward the reactor’s center, 6 reactor’s center and the „cloud“ of dense plasma (fuel) in which fusion occurres, 7 mirror magnetic coil.

Description of functioning of the ovoidal fusion reactor

In evacuated ovoidal reactor’s space, 1, through the holes or perforations, 2, mixture of Deuterium and Tritium, 5. is injected. Then, in a very short time, eg. 1/1000sec. “the „central coils”, 3, and mirror coils, 7 are „switching on”, generating magnetic field that “pushes” nuclear fuel ( mixture of Deuterium and Tritium) in vicinity of perforations, or holes, 2. Then “the central coil, are “switching off”, and immediately are „switching on“ all coils, including the “central coils”, 3. The magnetic field created by all the coils accelerates the plasma, 5, along the axis of the reactor, from the area in vicinity of the entrance hole, 2, towards the reactor’s center, 6, where the plasma particles, 5 are colliding and starting the process of fusion. When the nuclear fuel is consumated, pumps are pumping out gas product of fusion – Helium – and evacuate the reactor’s space for a new cycle of nuclear fusion.

General remarks

Reactors of this kind would accelerate particles towards it’s center, where they would form a “cloud” of dense plasma and by collidnig – starting the fusion process within. I already showed above that this type of reactor (composed of two paraboloidal accelerators) is able to accelerate particles to speeds many times greater than the speed of light, c.

Because of the described transformation (caused by superluminal speed), and due to elimination of Coullomb’s barrier action, it is reasonable to expect that the necessary energy input to initiate the fusion process and achieve Lawson`s condition of self-sustaining fusion processes, would be lesser than that in existing fusion reactors. As a result, the relative energy output should be higher and fusion process would be more economical.

Because this reactor is compressing plasma by the same (theta pinch) method as do linear and toroidal fusion reactors, the increase in temperateure and density of plasma (Nτ) necesary for self-sustaining commenced fusion process is not to be expected.

But it would be fusion based on collision, ie the interaction of a large number of superluminaly fast particles and that is the fact that makes the expectation that releasing their energy, could significantly improve the conditions necessary for the self-sustaining fusion process justifiable.

In order to achieve superluminal velocity of particles, it is necessary to comply with the described order of switching coils. The most important fact is: in this reactor we use force which accelerates the particles and gives them kinetic energy needed to start and self- maintenance of the fusion process in much more economical (efficient) manner.

See: http://www.petar-bosnic-petrus.com/articles-download/Superluminal-particle-accelerator.pdf

Samobor, 10 02 2011.

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