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THE SINGLE QUANTUM FIELD THEORY
MATRIX MODELING OF ELEMENTARY PARTICLES
Savinov SN
A unified quantum theory describing the final level of the structure of all types of matter, including the modeling of elementary particles with the explanation of their properties (mass, lifetime, decay channels, charges, interaction, etc.), which makes it possible to include all known quantum phenomena in a general principle scheme, All aspects and devoid of theoretical contradictions. Fields of interactions are included in the theoretical scheme.
- DRAWING -The structures of elementary particles - FIGURE -
The structures of elementary particles - FIGURE -
Mechanisms of interactions and decays
PART 4
MECHANISMS OF DECOMPOSITION, INTERACTION AND BIRTH OF ELEMENTARY PARTICLES
All processes (birth, decay, interactions) associated with elementary particles are subject to five rules:
The decay of particles takes place along the path of the decomposition of the structure into composite matrices, accompanied by the retention of these matrices or transformation into similar ones.
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The disintegration occurs according to the center symmetry, or occurs at the center of symmetry, or in the absence of a center in the diametral sections of the circle.
There are three possible situations:
In the case of two absolutely identical trajectories with an equivalent arrangement (two circular structures in the coupling), a discontinuity occurs in one of the trajectories while the other is preserved (the decay of the muon , in which the circle becomes a neutrino screw, and the decay of the tau lepton , where the helical trajectory of one torus- Matrix is transformed at a high energy intensity directly into a neutrino, with a residual product in the likeness of matrices - an electron or a muon ).
In the case of two different trajectories with absolute similarity in center and selectively plane symmetry, the least energy-intensive trajectory (the decay of a neutron with a torus-matrix and its completely symmetric circular matrix, the circular disintegrates in the likeness into a helical structure-the neutrino with the remainder -the electron ) .
The intersection can disintegrate only when centered (probably in diametral areas to the center of symmetry in the selected plane, the crosses are stable as they are mutually compensated); therefore, for the decay of zero-kaons , the diametric decay regions are linear trajectories along the axis passing between the crossings. Thus, the decay axis for the first kaon passes through the central loop through two trajectories and, after closing the broken trajectories, four circles are formed (two per pion product), in the case of the second kaon, the decay axis intersects four trajectories, respectively, and, after closing, six loops are formed, Three pions, which in high-energy cases form muons , electrons, and neutrinos from intermediate pions (in the more rare decay channels).
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Interaction of particles occurs between geometrically similar matrices
On three schemes:The m-matrices are similar to those of tor-matrices,
The 8-matrix is similar to the cross - section of the torus-matrix ( see diagram )
The cross section of the helical trajectory is similar to the o-matrix (in this similarity, the neutrino-electron interaction process is allowed). The changes in the two interacting particles occur through a matrix that is common to similar matrices of both particles.
If the energy intensity exceeds the energy intensity of the products of the common matrix, then the quantity of products increases in quantity, and vice versa, if the energy intensity is insufficient to form the matrix of the daughter particle, then it is not formed-that is, the formation of a matrix of which was not possible in the structures of the original particles.
In the interaction of two identical particles, the interaction effect is equal for both particles, or in other words, is symmetric.
For all types of interactions, it is necessary to observe the law of conservation of electric charge, which can be treated as conservation of rotation (similarity with mechanics) in the chosen plane.
It follows that the amount of the decay products of a particle is divided into two groups: BASIC PRODUCTS - formed from composite matrices, RESIDUAL PRODUCTS - formed from energy intensity residues, copying composite matrices, parts or derivatives thereof (for convenience, I will designate the first - BP , second - OP ).
MUON: ring structures of muons are adhered, upon destruction one of the annular circles is torn and released from the hook, the ruptured circle has the form of a screw turn, that is, the neutrino structure (muonic -BP ); The remaining whole circle resets the extra energy capacity in the matrix of the screw (neutrino electron-OP ), turning into a circular linear trajectory - an electron ( BP ). By the same mechanism of rupture, one of their trajectories is the interaction of a muon with a nucleon, in which one ring structure is reconstructed in the cavity of the torrmatrix (neutron), the remaining ring structure (electron) decays into a neutrino because the law of charge conservation is violated.
ZERO-PION: consists of two s-matrices combined with a cross, therefore the decay BP can be only a photon, the number of photons corresponds to the number of matrices over which the energy intensity passes into photons. Disintegration takes place at the center of the particle (cross), so a more rare decay into two electrons is possible - the BP (the eight consists of two loops that remain, but diverge), the residual energy goes over the s-matrix into the photon-op, this decay is probably in Cross. Similarity of matrices allows these processes to occur back to the formation of a pion.
PLUS-PION: the particle can not decay into s-matrices, since a more stable circular trajectory keeps them geometrically, only in a very rare case the photon emerges as an OP .
The most probable disintegration occurs in a less stable design - the "eight" in a crosshair - an intermediate product is born: three linked O-matrices with two hooks-the prohibition principle breaks one of the side rings, which tears into a screw and gives rise to a neutrino-BP , the remaining two circles are concatenated And remain in the form of a muon-BP . Less decay is possible with the preservation of only the circular trajectory - the electron-BP , whereas both lateral O-matrices synchronously break up into two identical neutrino-BPs .
A plus-pion can decay into a zero-pion, an electron and a neutrino, in this case an annular matrix is included in the lemniscate-a helical trajectory is formed at the rupture, and the remainder is an electron.
PLUS-KAON . The disintegration of a particle, in contrast to other particles, is more complicated, since only in it of all the particles there is a six-cone cross, moreover located in the center. The decay according to all principles should occur in a cross-over with the isolation of three loops and the formation of three electrons, two of which are charged with the charge of the kaon , but in no decay of the like is observed .
In preliminary considerations, a mistake is made - the configuration of the structure only resembles the coils of the lemniscate, but they are constructed from c-matrices (it is impossible to compose a three - loop structure from s-matrices ). To construct three electrons, six c-matrices are required. In the decay of the plus kaon , which starts at the intersection, three matched c-matrices are formed, one of the c-matrices forms a neutrino, the other two form an electron, but more often the second product is a muon - this occurs when an electron and a neutrino interact, which is "screwed in" Into the ring of the electron and leaves part of the energy in the form of a second ring (a similar reaction occurs in the composition of the primary particle).
In the direct decay of the plus-kaon structure, the formation of pions is impossible, since there is not even the similarity of such matrices ( s or 8 matrices ). The presence of pions in the decay of the plus kaon can occur only if the plus kaon has passed to the intermediate state, which is formed when the six-well intersection is divided into three quadrangles with the formation of a triangular circle between them (at the center of the particle), then the decay For four circles) ideally occurs in diametral areas and three peonies are formed, respectively, three pions (a smaller number of pions indicate incompleteness of the crosscutting process). The reason for the formation of the intermediate state is not clear to me, but it is obvious that the separation of the six-well cross is an analog of the same decay, and the difference in the decay time for both mechanisms is the time of the ban, which is less than the particle lifetime by 14 orders of magnitude! And therefore is not determined (see the decay times of matrices in the text).
NEUTRON: As already mentioned by Principle 2b , the annular linear matrix in the toroidal matrix channel (in diametral areas) first disintegrates, the annular structure is "unscrewed" between the turns of the toro -matrix in the central part, where in the second stage of the process a closed ring structure is formed (An analogue of the electron), but being highly energy-intensive in comparison with the electron, the ring structure in the third stage of the decay process releases along the path of the former screw trajectory during "unscrewing" - a neutrino is formed, the electron probably leaves the neutron because of the counterimpulse received from neutrinos.
The mechanisms of the decay of the remaining particles are further in the text on the relevant topics.
USED BOOKS
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Gershanskii VF, Lantsev IA A new approach to the riddle (3.3) of resonance // Sb. Theses of the 49th International Conference on Nuclear Physics (April 21-24, 1999). - Dubna: JINR RAS, 1999.
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print version
Authors: Savinov SN
Date of publication 10.11.2006гг
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