Sergey Fedosin. The
physical theories and infinite hierarchical nesting of matter, Volume 1. – LAP LAMBERT
Academic Publishing, pages: 580, ISBN-13: 978-3-659-57301-9. (2014).
TABLE OF CONTENTS
|
Introduction …..……………………………………………..…………… |
4 |
|
Author’s foreword ..……………………..……………………………….. |
10 |
|
§ 1. From ball lightning to the model of
bead lightning ……………..…... |
11 |
|
Conclusions ……………………………..……………………………. |
19 |
|
§ 2. Orbital
laws of planets and their moons …...………...……...………. |
20 |
|
§ 3. The model of natural evolution of the system
"Earth–Moon" …….… |
30 |
|
Conclusions …………………………………………………………… |
44 |
|
§ 4. On Poincaré transformations in inertial
reference frames …………... |
45 |
|
Basic relations ………………………………………..………………. |
45 |
|
Reference frames with parallel coordinate axes
……..……….………. |
53 |
|
Reference frames with the initial shift
……………………………….. |
61 |
|
Poincaré transformations …..…………………………..……………... |
62 |
|
Conclusions …………………………………………………………… |
64 |
|
§ 5. A specific form of gauge function in the theory of relativity
….……. |
66 |
|
Conclusions …………………………………………………………… |
81 |
|
§ 6. Redshift and cosmic microwave
background radiation as the consequence of interaction of photons with new
particles …..…………... |
84 |
|
Redshift ……………………………………………………………….. |
85 |
|
Model of a photon …..………………………………………………… |
88 |
|
The mechanism of energy loss by
photons ….….………..…………… |
90 |
|
Similarity of nuclear and star systems .………………….…………..... |
91 |
|
Redshift and Metagalaxy
……...……………..………….……………. |
96 |
|
Dark matter …….………………………………..………….………… |
100 |
|
Apparent stellar magnitudes
...……..…………………………….…… |
104 |
|
Cosmic
microwave background radiation (CMBR) ….……………… |
106 |
|
Luminosity
of matter in the Metagalaxy …….………………………. |
109 |
|
Evolution of elementary particles ………………………………….… |
110 |
|
Conclusions ……………………………………………………….….. |
112 |
|
§ 7. Model of gravitational interaction in the concept of gravitons ............ |
114 |
|
The inverse-square law ………………………………………...…….. |
114 |
|
The absorption coefficient and gravitational
shielding ….…………… |
120 |
|
Strong fields ….………………………………………………………. |
122 |
|
The motion of energy ………….….…………………………………. |
123 |
|
The law of inertia ………………………………………….…………. |
129 |
|
Alternative derivation of Newton’s formula
….……………………… |
130 |
|
The inertial force …….……………………………………………….. |
138 |
|
The relativity of motion …………..……………...…………………… |
139 |
|
Gravitons and the relativity theory
………….……………...………… |
141 |
|
Conclusions ………………………………………….……………….. |
144 |
|
§ 8. Mass, momentum and energy of gravitational field
..…….…………. |
149 |
|
Discussion ….…………………………………………………………. |
153 |
|
§ 9. Electromagnetic and gravitational pictures of the world .….………... |
156 |
|
Relativity and electromagnetism ……….…………………………….. |
157 |
|
Electrodynamics in four-dimensional Minkowski
world …..………… |
161 |
|
General relativity ………..……………………………………………. |
166 |
|
The Lorentz-invariant theory of gravitation
…...…….………...……... |
168 |
|
LITG in four-dimensional Minkowski world
………………………… |
172 |
|
LITG and general relativity ………………………………………...… |
175 |
|
Conclusions …………………………….………………………..…… |
176 |
|
§ 10. On the connection of nucleons in deuteron …….…………….….… |
181 |
|
The characteristics of nucleons rotation
….…………………………... |
182 |
|
The energy balance ..……………….………………………………… |
185 |
|
The relation between mass and energy
………………………………. |
189 |
|
Magnetic forces and torsion in the deuteron
………..………………… |
192 |
|
The electric quadrupole moment of the deuteron
………….…….…… |
201 |
|
Angular momenta and rotational energies
……...….…………….…… |
203 |
|
Numerical estimates of the forces and energies
…..…….……………. |
205 |
|
Calculations of the equilibrium state of deuteron
….………..……….. |
208 |
|
Diproton and dineutron …...………………………………………….. |
216 |
|
The annihilation of nucleons …...…………………………….………. |
218 |
|
Nuclear forces ………...……………………………..……………….. |
220 |
|
The structure of simple nuclei
…....……………………………….….. |
225 |
|
Conclusions …………………………….…………………………….. |
230 |
|
§ 11. The structure of elementary particles and the nature of weak
interaction ………………………………………………………………... |
235 |
|
Neutron stars …….….………………………….…………………….. |
235 |
|
The models of the electromagnetic structure of
nucleons ….….……... |
240 |
|
The decay of the neutron …………...………………………...………. |
254 |
|
Weak interaction ……….……..……………………………………… |
259 |
|
Conclusions …………………………..…………………….………… |
273 |
|
§ 12. Quarks as specific quasi-particles ..…...…………………….….….. |
275 |
|
Quarks in nucleons ..……..…………………………………………… |
276 |
|
Quark construction set …....………………………………………….. |
277 |
|
The magnetic moments …...………...………………………………… |
289 |
|
Quarks and bosons in weak interaction
..…….……...………………... |
291 |
|
Some decay reactions …………………………………………....…… |
295 |
|
Two-particle reactions with pions
…….……………………………… |
301 |
|
The features of nucleon resonances
……….……..…………………… |
313 |
|
Regge trajectories ….…………………………………….…………… |
324 |
|
Multiplets …….………………….……………….…………………… |
329 |
|
Conservation laws and symmetries ……………………………..……. |
334 |
|
Conclusions …………………………………………………………… |
344 |
|
§ 13. On the issue of the radius of proton .………..……………..…..…… |
346 |
|
The electromagnetic angular momentum
………….……………..…... |
348 |
|
The gravitational angular momentum
…....………..….……….……… |
359 |
|
Conclusions …………………………..………………………………. |
368 |
|
§ 14. The properties of electron ……………..…….….………………….. |
372 |
|
Description of the model of the electron
……..………………………. |
381 |
|
The stability of atoms
……...……….……………...……………..…... |
394 |
|
On the second postulate of Bohr
……..……………………………….. |
404 |
|
The star analogue of the hydrogen-like atom
……….…………..……. |
412 |
|
The electrons in helium ……...………………………….………..…... |
420 |
|
The spin of the electron
…...……….……….....……………………… |
431 |
|
The elliptical orbits …..…….….…………………..………..………… |
444 |
|
The electron s-states ………….………………..…..………………… |
451 |
|
The magnetic moments …………………..……..……………….…… |
458 |
|
The energy fluxes ……..………………………...……………………. |
469 |
|
Multielectron atoms ...………………………………………………… |
478 |
|
The fine structure and the multiplicity
…….…..……………………… |
487 |
|
Relativistic corrections and the Lamb shift
…...……………………… |
498 |
|
Magnetomechanical effects ..……….…………………..…………….. |
504 |
|
De Broglie waves .………………..………..…………………………. |
509 |
|
Electron diffraction …….….…………………………………..……… |
517 |
|
The electrons and emission ..……..…………………………………… |
519 |
|
Molecules ..….………………………………………..………………. |
529 |
|
Results ……...………………………………..……………………….. |
538 |
|
Conclusions
…………………………………………………………….… |
542 |
|
List of references
………………………………………………………… |
556 |
|
About the author ..………………………………………………………... |
568 |
Source: http://sergf.ru/cont5en.htm