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Download A Theory Of Ether, Particles And Atoms: Introduction To The by Igor Makarov PDF

By Igor Makarov

This can be an autonomous primary study in physics introducing the reform of recent physics. In 1996-2005, it used to be released in elements in clinical journals; in 2007 it used to be published privately in Britain and registered within the British Library; in 2008 it was once registered at the Copyright workplace of the Library of Congress. The e-book includes 129 pages dimension A5. it really is intendent for pro physicists and will be of curiosity to scientists and scholars mostly.

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Extra info for A Theory Of Ether, Particles And Atoms: Introduction To The Reform Of Modern Physics (Volume 1)

Sample text

10) where c is the velocity of light in a vacuum. B. The reflection of composiums is also the reflection of exchange interaction inside the balanced cloud – the formation of the pair of momenta of the self-conjugate composiums; it is a co-ordinate exchange interaction in two bound conjugate states of composiums – space reflection. 12) Spontaneous Generation of Neutrons 27 C. The pair interaction of virtual electrons and positrons results in their spontaneous annihilation and radiation of photons, thus contributing to the exchange interaction by means of photon exchange.

33) taking place [4]. Thus a spatial consistency with vacuum is achieved, which results in the self-conjugate cloud turning into a consistent cloud. 34) k=1 which describes the correlation of processes in the consistent cloud and, therefore, can be called its correlation function. 6 Discussion of the results 1. As follows from the above development, the first four creatures – the self-consistent, the balanced, the self-controlled, and the selfconjugate clouds – depend on the correlation function of vacuum, which has been introduced from outside and is alien to them.

The second composium, too, emits photons which are absorbed, in particular, by the first one. Therefore, the first composium is correlated with the second to the same extent as the second with the first. Thus there takes place correlation of correlation, the square of correlation, which is depicted by the function g 2 r. The latter determines the density of correlated composiums, the density of correlation, in the vicinity of some center. The center suggests motion about it and, therefore, division of space and time; that division has actually happened above when we had to introduce opposite motions of photons, using, of necessity, the space symbol r instead of s.

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