On the problem of self-motion Print E-mail
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Written by Сергей Макухин   
Saturday, 03 May 2008
The text of the original in Russian


Once Georg Hegel starting to develop his own system - avtoreflektiroval that idea (the concept) as well as spirit, are in the shape and dynamics samodvizheniya. That can be understood by the term «samodvizheniya» apparently has a multi-integrated tendency and characteristic of intelligence, including as a form of existence in the form of creativity - each share samotvoritsya time - all the time updated in the spirit of self-revelation. 
At this time, it must be borne in mind that there was a total - a field conflict between the individual and society. 
Solution, decision or otherwise sintezisom is transmentalnaya evolution of intelligence. 
And before you ask the supreme qualities intelligence - such as samodvizhenie, it is necessary to take material (mandarin), a prototype for understanding the mechanism of this phenomenon. Samodvizhenie center of mass of isolated systems - or otherwise - without the foot traffic - is it possible? Apparently, it is. 
But all in order. 
This phenomenon occurs at the intersection of classical and relativistic dynamics. 
Although we know that real, that is accurate, only the relativistic mechanics, since it agrees well with the experience (boosters), there is a classical approximation of a real relativistic, and it occurs at low speeds and small initial acceleration. 
A. Einstein did not believe in samodvizhenie an isolated system in the space through internal manipulation of it. On the contrary - R. Feynman - the great American physicist - did not exclude such a possibility. 
So, if there are two masses, the first of them is much more the second - a small, and they were originally in reference to their common point in space, and then began to diverge in a straight line in opposite directions under the influence (ч.с.) constant over time two equal forces (Newton's third law is executed), then the center of mass of the isolated system will move in the direction of motion of small mass, that is in place samodvizhenie this system. 
To this was understandable, remember that the kinetic energy of the body, as well as its mass is growing from the increase in speed - Lorentz transformations to them are well known, experimental confirmation - the growth of the mass of particles in accelerators. Acceleration from a large mass at a given force is much smaller than the low, the measurement of speed for each mass produced in the process of acceleration. 
Hence, these two masses grow in different ways, as well as subjects of each track. 
For a large mass at a given power of action, its value during acceleration (small pace set speed), very little will grow with the classic as a constant value. Hence - the way it passable growing at a constant acceleration. 
So, the product of a large mass on her way past the time measurements are a classic value. 
For small mass with the same force action, the attitude of this force to the mass (which is growing rapidly as the pace set its speed is much higher than that of the first mass) - that is its acceleration every time in relation to the previous point - no constant - it decreases at a constant force over time. It increases the path on the mass as measured by time, as the average acceleration greater acceleration measured at the time. 
If we measured in one point, a small mass (Lorentz transformations), and passed her way, then their product will differ from the classic on the big side. 
If large and small mass of moving, as indicated above for some time that the large mass of little or no increase, and a second small mass significantly increased, then after some time of their divergence, we stopped at the same time (put link). It is the product of a great mass of the entire route traveled, as measured at the time it stops, will be less than the product of low-growing mass at the time of the stop on the path traversed by it, measured at the time of the stop. Note that the path for the masses are measured from the point of their original position (center of mass). And at the time of the stop, the two almost equal weight to the same value as the time to stop (the Lorentz transformations). Since they do not denutsya if join the mass of radiation (radiation) to the point of emission, which is grown unstable mass (technically possible location). 
So above described two unequal pieces while it is nothing but a violation of the strict classical proportions, known as the equality of the two masses to each other and opposite relative to the distances covered (here is the inequality). 
Note that this proportion is closely linked (link is transparent) with the position of the center of mass of the system and the classical formula of its location. Obviously, if the proportion is violated, then the center of mass shifts. Thus, the proportion of broken in favor of the center of mass displacement in the direction of motion of a small mass - a new ratio (during the movement of two masses, it is constantly changing). 
To correct the proportion was about the center of mass of two bodies need to reality was a classic, that is, no change in mass, hence the distance, but the reality of the relativistic and mass change, thus changing subjects and their distances, and the ratio of two unequal masses will be violated, then there is a move in the right proportion for the new center of mass. 
Here is a classic finding ways to work through the square at the time of acceleration (mean) divided by 2 - this kinematic formula and the correct path for the relativistic case. 
So, if divorced and stopped the mass is closer to the lower speed than they were in the middle of discrepancy, the center of mass, slightly shifted to remain in the same side, which was removed with the discrepancy. 
By repeating the process cycle - the time, get step-by-step start-stopnoe motion system in one direction. It is a pseudo-force, pseudo-momentum pseudo-kinetic energy. And start-stopny pseudo-momentum can accumulate a real counter-momentum. It also becomes possible to store kinetic energy. 
Now - the first, second, third law of motion increased, without violating the past, including the law of momentum and energy. 
If we consider the case where the original mass of large and small initial mass separated at the appropriate distance from their common center of mass to one ratio was performed on him, and then accelerate in opposite directions by the same, then obviously the result is the same. 
Or, if two different size of mass to accelerate the same force in opposite directions until they become equal to each other - the most transparent case confirms the above-said, then there are masses of the same end, and driven them from the starting point of different ways. 
The metric length and time are relative to the center of mass system is at rest. For the transverse mass is similar decision. For the general case of the longitudinal and transverse masses have the same solution. For the rotational motion is analog. 
If there is a solution in the mechanics, it relates to the whole of physics - whether electrodynamics or thermodynamics, or gravity or any other section. Incidentally, on the last - you need to take into account the negative potential energy in the calculations. 
The author think that the above described mechanism samodvizheniya there is a solution to the problem of electromagnetic mass, and the nature of gravitons. 
Received start-stopnaya reference system, regarding it in the inertial reference system, and vice versa: the weight, length and other parameters will vary in size. Perhaps a new system to make a pseudo-noninertial. 
For the meticulous reader - a few words about the nature of forces and the location of their source. The Force can have a field environment. In order to permit the logical constraints on the delay of signals in the field relative to the center of mass is convenient to use the geometric center of the masses, as there is a different energy gains mass. 
So, the solution tested and understood, therefore, understandable that antigravity possible. 
Finally, note that this is already beginning to leave the plane of theoretical reasoning, and require their physical body. 
For the rotational motion of this effekta can dobitcya imeya are two coocnyx blizkopacpolozhennyx teleckopicheckix ctepzhnya c odinakovymi maccami on kontsax every of them. Oc ppoxodit via geometpichecky tsentp ctepzhney (ppodolny) - and they cvobodno mogyt on her vpaschatcya. Now the moment me ineptsii y odnogo ctepzhnya - maccy pazdvigayutcya - because cchet teleckopichnocti (pactet length ctepzhnya) what yvelichivaet his moment ineptsii and when cblizhenii c another ctepzhnem maloy ineptnocti (before this teleckopicheckie ctepzhni were pazvedeny on neky ygol). To the Last etot ctepzhen will ctpemitcya povepnytcya in ctopony bolee ineptnogo ctepzhnya. Oc cimmetpii ppiobpetaet kinetichecky-podvizhny xapaktep. Itak if etot ppotsecc opganizovat neppepyvno-tsiklichecki, then poyavlyaetcya vozmozhnoct pealizatsii poshagovoro Home Page-ctopnogo pcevdo-momenta impylca. So, here we use the changing moments of inertia in order to turn the system was always directed to one side. Another clovami, zamknytaya cictema pealno order povopachivat souls on lyuboy zadanny ygol because cchet vnytpennix forces. B otlichie from him clychaya when man ctoit on ckameyke Zhykovckogo and depzhit odnoy pykoy because veptikalnyyu oc velocipednoe koleco, a dpygoy pykoy kpytit him by obod. When he cam etom povopachivaetcya. Ho in this case poclednem effekt pcevdo-momenta impylca пo ycloviyu otcytctvyet. Bysheopicanny effekt imeet ochen vazhnoe znachenie - ctanet pealno vozmozhnym akkymylipovat pcevdo-momentom impylca pealny vctpechny moment impylca and how cledctvie, kineticheckyyu enepgiyu vpascheniya. Zdec opicany not all the species optimalnogo Home Page-ctopnogo vpascheniya. Hadeyuc what chitatel o them dogadaetcya cam. If in nashix konctpyktsiyax ppocymmipovat pcevdovpaschenie in odny ctopony and pealnoe vpaschenie in ppotivopolozhnyyu - then when we zhelanii polychim «nepodvizhny» maxovik! Takoy maxovik cmozhet zapacat and otdavat enepgiyu. Ety then, the functions of cmogyt vypolnyat and are two odinakovye пo macce teleckopicheckix obpycha co cvoyctvami change a diametpov of their (then ect momentov ineptsii). Or, they then camoe - can be icpolzovat are two equal пo macce dicka of pactyagivayuschegocya matepiala (pezina, etc.). Intepecno it was a cdelat on novom ppintsipe gipockop - co vcemi vytekayuschimi otcyuda pocledctviyami. And kakoy would zdec type imela cila Kopiolica? 
Ha opicannom effekte vozmozhno cozdanie novogo pokoleniya texniki and in chactnocti in elektpodinamike and elektpotexnike. He icklyucheno what to mikpomipe ect obpazovaniya who pabotayut imenno So. Etot effekt pozvolit vozvpatno-poctypatelnoe dvizhenie ppevpaschat vo vpaschatelnoe novymi cpedctvami. Thus when the etot effekt nov and teopeticheckoy mexaniki and teopii machines and mexanizmov, then intepecno izychit his xapaktep in kontakte c obektami etix dictsiplin - eg, if pcevdodvigatel vpaschaet pemen or lenty or pepemeschaetcya пo plockocti etc. 
So with the above-described technique, one could argue that if it can determine the absolute motion of the center mass of the universe, as well as to find the angular coordinates on «our» Report of the Center. 
In conclusion, I note that many prominent scientists claim that classical mechanics is investigated and modernization can not be. In contrast, the widespread opinion prove two cases: the first - line samodvizhenie closed-loop system is justified, the second - turn at any angle of the closed system itself is possible. 
As a result, I will cite the words of Mikhail Lomonosov: «... you can not rush to condemn the hypotheses. They represent the only way that great people came to the discoveries of the great truths. This is something of a breakthrough, which makes them able to achieve knowledge, which does not come to the minds of low-lying and reptiles in the dust. » 

L I T E R A T U R A 

1. Max Bourn «Einstein Theory of Relativity» M.: «World» 1972 pp 203-209. 
2. Khaikin С.Э. «Physical basis of Mechanics» M..: «GIFML» 1962. P.95-109. 
3. R. Feynman. R. Leighton. M. Sands. «The Feynman Lectures on Physics» M.: «World» т.6 1977. S. 293-324 
4. Matveev, AN «Mechanics and Relativity» M.: «High School» 1976. S. 123-177.
 

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