Cook's Inventions

Cook Carbon Allotrope. (CCA)

In Jeff Cook's mind, carbon is the perfect atom, meaning that theoretically, any property of all the elements on the periodic table can be incorporated through different arrangements of Carbon atoms. The largest reason for this, in accordance with Cook's New Electrogravity Theory, as well as any and all findings he has made in mathematics is due to the fact that Carbon has space for four electrons in its outermost energy shell and only two others inside, a total of 6.

Other characteristics of this element that lead Cook to consider it "perfect" are due to its abundance in the universe, the fact that we already have identified over 10 million different chemical combinations with it and that it is the base of all life as we know it.

But before we begin, consider that a diamond (carbon) is the hardest substance known to man, is crystalline clear and a strong electrical insulator. Now consider that graphite (carbon) is an extremely weak substance, opaque and black and a strong electrical conductor. Then consider that pyrolitic carbon is the best diamagnet material and thermal conductor by weight. Consider also that by increasing the number of holes in the pyrolitic lattice and the material increases its magneto resistance linearly directly proportional with the number of holes. These are seemingly very different properties occuring from just carbon atoms in different arrangements. Okay, so dope a diamond with boron and you have likely the best semi-conductor known to man. It goes on.

The theoretical characteristics of CCA is that it is...

* A perfect diamagnet with a magnetic susceptibility of -1

* Superconductive in the presence of a magnetic field (and possibly without the magnetic field)

* A perfect thermoconductor 90 degrees to its diamagnetic plane, possibly being transparent / invisible to all light wavelengths below UV

Additionally, with today's advances in nano-technologies, it should be rather simple and straightforward to manufacture.

Mr. Cook is not patenting this, nor even patent searching it. Rather, he is using this website to copyright the invention for free, which likely protects it internationally in better ways. He does not seek riches off this; only hoping it is recognized and implemented. Please contact him for more info: heis @ jeffrey N Cook . com (remove any and all spaces).

Here's its arrangement:

1. CCA Top View

2. CCA Front View

The surrounding edges of the material from the top look identical to that of graphite, and that is because it is made from graphite and the edges are left as is for supportive means. The inside is not very supportive due to the large gap.

From the front one sees it consists of 3 layers similar to 3 layers of grahite except that the layers in CCM are a bit closer, approximately 1.62 times closer. Because of this, there are covalent bonds between the layers and it is not brittle or flaky like graphite. Also, because graphite has no covalent bonds between its layers, graphite is not conductive through thickness, where CCM is. But this is not the purpose of these covalent bonds...entirely.

Here's what happens in accordance with Cook's New Electrogravity Theory (the NET) if a voltage is applied horizonally with the positive terminal to the right.

3. CCA Electron Motions Top View

Only the electron motions in the middle layer are shown in the drawing above for simplification purposes, revealing their clockwise or respective clockwise motions. Also, it is the middle layer where the electrons are displaced to and remain delocalized. In graphite, the delocalized electrons must travel in a curved motion in accordance with the NET, which results in positive magneto resistance, as their pockets are surrounded by tightly packed carbon atoms. But it is these delocalized electrons that make the material conductive.

In CCA, there is no dampening of their motions as the delocalized pockets have all been joined into one large pocket. This allows the delocalized electrons to travel with absolutely zero resistance in a straight line toward the positive terminal.

All the electrons remaining in orbitals (approximately half of them) all aid in the motion as well, because initially the delocalized electrons traveling faster bombard the orbitals at higher speeds, which increases the conductivity throughout.

For comparison, here's what 3 layers of graphite looks like:

4. Graphite Top View

5. Graphite Front View

And now apply the idential voltage horizonally with the positive terminal to the right--just as was shown with CCA.

6. Graphite Electron Motions Top View

In this model, with every turn the electron needs to make it needs to travel farther, reducing the amount of charge per second, which is amperage. Thus, with the same voltage applied to both, the amperage is less for graphite, hence resistance.

In order to make the above material all one needs to do is:

Using two-ply graphite with the dimensions above, using high energy electrons or a laser at the proper trajectory, punch out the 3 carbon atoms on the top layer that otherwise restrict the motions of the electrons, represented as the black dots under the first three humps in the above image, collecting the fallen carbon atoms on a separate material. The carbon atoms directly below the holes will collapse toward the top layer, creating covalent bonds, pulling the layers closer to each other, but leaving the large gap. Finish the process by placing a 1-ply graphite layer on top while a voltage is applied horizonally to the 2-ply carbon, which will cause all three layers to snap together vertically, thereby collapsing the carbon atoms directly above the holes.

It's that easy: Cook Carbon Allotrope.

Now what about the other properties?

Referring to image 2. above, the diamagnetic property will exist horizonally and the high thermal conductivity will occur vertically.

And how is this material different from Pyrolitic Carbon, whose diamagnetic and thermoconductive properties are also best in those areas? Wouldn't this material simply have the same properties as Pyrolitic Carbon?

In Cook's model, the properties of Pyrolitic Carbon are simply a weakened version of CCA for the same reasons. However, the holes in Pyrolitic Carbon are randomly oriented, which leaves restricted areas where electrons will often need to travel in a curved motion. By clearing the path with the removal of the specifically mentioned atoms above, there will be no restrictions whatsoever. In addition, Pyrolitic Carbon is randomly created when Hydrocarbon gases break apart and the carbon atoms randomly fall. There is no long range order. Because there is no long range order, it is not a crystalline lattice.

Such is not the case for Cook Carbon Allotrope.