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Opening of "Phenomena of the natural parabola" Rate Topic: -----

#1 Valentin Dolzhenko 


Quark
Opening of"Phenomena of the natural parabola" allows you to easily create amirror of any curvature and diameter of hundreds of meters and even a fewkilometers, reflecting the parallel light rays to a point, respectively, with achange in focal length and beam power.

In order tostudy the universe through focusing parallel rays of light coming from distantworlds, Hyperboloid St. Valentine's will increase the remote objects a milliontimes, compared with a 6 meter telescope.

Simultaneously,the mega telescope gives a ray of sunlight of high-energy, which is in contactwith the substance will cause disintegration of the atoms in the elementaryparticles, it will be much more powerful than a nuclear explosion.

There is aneed for modern science to study the physics of elementary particles and on theprovision of energy by itself.

Thediscovery allows you to create on Earth, the Moon and in space(Flying machineon its own energy supply) mirror parabola with a huge energy.

Whiledevices such as the Hadron Collider and the Tokomak are NOT suitable forproduction, but only to absorb high energy expenditure of trillions of Financeat the expense of taxpayers.

Method ofmanufacturing parabolic mirrors (one whole mirror) having a diameter of severalhundred meters and even a few kilometers, I propose for patenting.



I cannot fix adhere to each other words in the process of placing the text on the forum. Regarding this error, you must contact a moderator.
Amend dither text is difficult, because the text is dancing up and down. Probably a bad program at the forum.

I cannot fix adhere to each other words in the process of placing the text on the forum. Regarding this error, you must contact a moderator.
Amend dither text is difficult, because the text is dancing up and down. Probably a bad program at the forum.
Missing an opportunity to highlight the proposal to delete it!


This post has been edited by Valentin Dolzhenko: 1 December 2011 - 04:41 AM

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