Sergey Fedosin. The physical theories and infinite hierarchical
nesting of matter, Volume 2. – LAP
LAMBERT Academic Publishing, pages: 420, ISBN-13: 978-3-659-71511-2. (2015).
Table of contents
|
Introduction …………………………………....…………………......... |
3 |
|
§ 1. Electrokinetic model of emerging of magnetic
field in space bodies.. |
9 |
|
Description of the electrokinetic model ……..…… ………….…..… |
11 |
|
Changes in amplitude and polarity of the Earth's
magnetic field …..... |
21 |
|
The magnetic field of stars and the Sun ………………………..…….. |
24 |
|
Conclusions
………………………..………………………………… |
32 |
|
§ 2. Metric in
linearly accelerated reference frame .…..…………..……... |
35 |
|
The
acceleration of bodies in inertial reference frames ….…..………. |
37 |
|
The
transformation of acceleration from the moving inertial frame of reference ……………………………………………………………….. |
46 |
|
The
metric in the accelerated frame of reference ………………….... |
48 |
|
Free
motion in the accelerated frame of reference …………………. |
55 |
|
Comparison
of intervals of different frames of reference ….………. |
59 |
|
Inertial
reference frames …...……………………………………..…... |
64 |
|
The
case of static gravitational acceleration according to GTR …....... |
69 |
|
Coordinate
transformation from the accelerated to the inertial reference frame ………………………………………………………… |
76 |
|
Coordinate
transformation from the inertial to the accelerated reference frame ………………………………………………………… |
78 |
|
Coordinate
transformation between two uniformly accelerated reference frames ……………………………..………………………… |
80 |
|
Inertial
approximation for transformation of coordinates ……....….. |
85 |
|
The
paradox with two clocks (the problem of twins) …….…….…..... |
92 |
|
The
system of axioms of the theory of relativity ………...………... |
100 |
|
§ 3.
Axiomatization and covariance of the field theory …….………..... |
107 |
|
The history of LITG ……………………..……………………..…... |
108 |
|
The
modern period …..………………………..……………………. |
110 |
|
Some
problems of GTR ………………………..………..........…..…... |
111 |
|
The
system of axioms of LITG ………………..…..……………….. |
117 |
|
Consequences
of the axioms of LITG …………………..……..…… |
120 |
|
The
axioms of electrodynamics …….…………………………..….. |
133 |
|
Stress-energy
tensor of matter ……….…...….…………...……….... |
143 |
|
The
system of axioms for the theory of moving matter …..………... |
149 |
|
The
covariant theory of gravitation ……………….…………....……. |
154 |
|
The
covariant equations of electrodynamics …..….………….......… |
159 |
|
Conclusions ………………….......…….…………………….……... |
160 |
|
§ 4. The
influence of gravitational field on Schwarzschild limit ............ |
165 |
|
The
solution of equations for the metric ….………..………………. |
168 |
|
The
motion of the incident particle and of the light in GTR ……........ |
175 |
|
The
motion of the incident particle and of the light in the covariant theory of
gravitation ………..………...……………………………...… |
180 |
|
Conclusions …………………...……….…………………………….. |
187 |
|
§ 5. Waves and stationary fields.…………………………..………..…… |
189 |
|
Free gravitational waves ………...……..……………….………….. |
190 |
|
The wave near a massive body ……...…………………….……....... |
196 |
|
Static fields and the inertia of bodies
…...………………………..… |
202 |
|
Ether ……………………….....……………………………..……… |
206 |
|
Electrical and gravitational forces …..…..…………..………….…... |
225 |
|
Stationary torsion fields …………………...…….…..…….……….. |
236 |
|
Spacetime
metric in the weak field ……..……….…………..….….. |
242 |
|
Conclusions ……………………….………………………………... |
252 |
|
§ 6. The
covariant theory of gravitation and gravitational experiments ... |
258 |
|
The basic formulas …………...……………………..…………….... |
258 |
|
The
relation between the metric tensors in spherical and Cartesian reference frames …………….…………………………………….... |
260 |
|
The
equations of motion of particles in Cartesian and polar coordinates
. |
268 |
|
The
equations of motion of particles in the spherical and polar coordinates ........................................................................................... |
276 |
|
The
equations of motion of the wave quantum …………………….. |
281 |
|
The
shift of perihelions of planets …….....……………………….… |
282 |
|
Deflection
of relativistic particles …………..………..…………..… |
286 |
|
The
deflection of the wave quanta ……………..….…..……..…..… |
289 |
|
The
anomalous acceleration of "Pioneers" ..……...……….…...…… |
291 |
|
The
energy of the particles in CTG and GTR ………...….…….…... |
296 |
|
The
gravitational redshift ……...……….…….……...………..……. |
298 |
|
Gravitational
time dilation …...………………...……....….……….. |
302 |
|
The
interaction of spins …………...……….……………..………… |
309 |
|
The orbital effect of Lense–Thirring ………..……....………...……… |
312 |
|
Geodetic
precession ……..………………………………….…..….. |
315 |
|
Gravitational emission …….……………………………..……….... |
317 |
|
The principles of equivalence ………………….……………..……. |
318 |
|
Conclusions ……..……………...…………………………...……… |
328 |
|
§ 7. Entropy in
Lorentz-invariant thermodynamics ………..………….. |
335 |
|
Entropy
and the axioms of thermodynamics ..…………………..….. |
337 |
|
Relations
of the Lorentz-invariant thermodynamics ……..……........ |
346 |
|
The
formula for the entropy ……………….……………………….. |
353 |
|
Some
simple cases ……………….…………………...…………….. |
355 |
|
Specific
notes ……….…………….….……………..……………… |
359 |
|
§ 8. Group
function of income distribution in society ..……………….. |
363 |
|
Income
distribution in the USA in 2000 ………………..…….……... |
379 |
|
Afterword…...…………………….....……………...……..……......…….. |
387 |
|
List of references ……………………….…………………….………... |
394 |
|
About the author ..………………………….…………………………... |
406 |
Source: http://sergf.ru/cont6en.htm