Nuclear fusion. Condensed matter nuclear science. Neutrino driven nuclear reactions. |
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4). It is stated that by virtue of chirality of a torsion TFs have solely axial symmetry, which causes their features (2,3).As it is shown below, TR of 1st and 2nd types formed by rotary objects and instrumental oscillation, correspondingly, indeed, have an axial symmetry. The fields of 3rd and 4th types formed by reversible (phase transition) or irreversible (destruction) processes accompanied by an entropy variation, correspondingly, can have central symmetry (see fig. 1). 3. Torsion as a hypothetical quantum of torsion radiationFirst of all, we must note that for existence of torsion it is necessary that an element of space (physical vacuum) also have proper chirality. Such model of “quantum of space” (QS) as a mass point having geometrical properties of a torus is offered in [13]. The model presenting QS as an electromagnetic quadruple consisting from electrical and magnetic dipoles traversed at right angle is more visual [14]. If the latter is supplemented by our allowance about a spatial arrangement of noted dipoles crossed similarly to opposite edges of a tetrahedron, such structure possesses chirality and can ensure an opportunity of translation in space of both lateral (electromagnetic radiation) and torsion (TR) strains (fig. 2).
Let's list some supposed properties of torsion and show interrelation between them. 1). Spin.First of all, the torsion should be a fermion (having half-integer spin value), so the TR quanta can have spins of both signs according to different directions of rotation concerning a direction of translation. Usually it is guessed that TRs are generated by rotated object having the deflection size and mass. Let's assume, that the free energy of a torsion ¦ is equal:
where h is the Plank’s constant, w is rotation frequency. If one knows a total energy of rotation:
it is possible to calculate a number of torsions N, presumptively released and absorbed by rotated object during a time interval relevant to a period of rotation:
As one can see, N might be much more than one under real angular velocities of rotation of material bodies. Also, if one recalls the hypothesis that the TR quanta should be the tachions (see above), the wavelength of them must exceed the linear dimensions of rotating body manifold. We suggest that in this case system behave itself in such a way, as not an emission of discrete torsions but formation of "bound vortex" interpreted as a continuum TF takes place. Probably, it had been already confirmed experimentally [15,16]. Similar type TF having an axial symmetry of a system should occur under a relevant hardware TR generation [5,6] but in this case through flux of the same sign torsions via the center of symmetry occurs instead, and broad frequency spectrum TR yield is also possible (see also a note about “torsion lenses” above). 2). Entropy and nega-entropy.Entropy S is an additive function [12], and it is possible to suspect, that each torsion qR , irrespectively of its energy (frequency), bears one unity of partial nega-entropy ( - s) , and anti-torsion qL – of partial entropy (+s). These functions can be related to other ones as follows:
here T is temperature. (As T is the intensive function, contrary to F, E and S, it can’t be assigned to torsion, but to medium that absorbs the former. We consider that T is not necessarily thermodynamic (TD) temperature but some generalized function – we shall term it as “the systemic temperature” – that plays a role of TD temperature in condensed media. The equation (3) is, in fact, the requirement of resonant absorption of torsion. We consider an observation of both signs TR (presumably) under phase transitions (PT) of melting-crystallization type implementation in different substances in papers [9, 10] as the experimental proof of the formula (3). We figure, that these TRs are monochromatic ones, which determines a reversibility of the process, as it will be shown below. It is known that noted TRs belong to an “order-disorder” type, in which ones the energy, brought to a system, is transmuted into the total of degrees of freedom, i.e. an entropy, of the system constituents, and vice versa [12]. Let's note also, that a requirement of a resonance absorption of qL having ¦ < 0, is the negative temperature of the system-receiver. As it is known, those temperatures have been implemented in spin systems [17]; however, we figure, that the circle of such systems should be extended. 3). Chronality.The term “chronality” [9], that means a manifestation of a course of time under physical process proceeding is, in fact, an expression of non-reversibility in physics. The misunderstanding of an essence of connection of the described properties of torsion with a course of time manifestation has caused a misinterpretation of observations [18] and experiments [9,10]. Above mentioned PTs are completely reversible, and after terminating a melting-crystallization cycle the system has the same values of TD parameters E, F, S as before the cycle, that is equivalent to the absence of a course of time in a system. The non-reversibility of process must be connected, on the one hand, with high rate of its going, and on the other one, with formation of an “exuberant” entropy dS that is not a function of state of a system but a function of a process itself [19]:
where d stands for very small but nonzero increments of functions, c is so-called coordinate of a process varying from 0 up to 1, tc is a duration of a process, and the matching factor K must have the relevant dimensionality:
Note that the dimensionality of the left-hand part of the formula (4) is inverse to dimensionality of a time. We suggest that this term of expression is connected unanimously with frequency of a generated torsion, as a result of which we receive:
And, finally, the connection between chronal, spinal and entropic aspects of torsion radiation can be expressed as follows:
In the latter case, contrary to the former one, there occurs generation of torsions having a broad frequency spectrum due to a randomized character of tc value. The latter fact along with the resonant character of torsion absorption by substance determines, proper, the non-reversibility of the process. We consider here the results of experiments [9, 10] on observation of a broad spectrum of supposedly TR of one sign at irreversible processes of brittle cracking of solids as a proof of the above statement. The alternate guess on another than torsion elementary carriers of non-reversibility (photons and phonons radiated ostensibly under so-called “spontaneous” electromagnetic radiation [20]) must be recognized as wrong one due to omission in [20] of entropic criterion of non-reversibility (4). 4. ConclusionThe hypothesis on the TR quantum (torsion) contributing to its reliable identification is presented. Suggestion on the existence of fundamental particle that is the light neutral tachionic (n > c) fermion having half-integer spin, may be resonantly absorbed by substance and combines spinal, entropic and chronal features can provide a novel insight on modern physics. Some hypothetical and heretical items of modern physics, such as micro-leptonic [16,17], scalar [22] and longitudinal [23] magnetic fields, non-Hertzian [22], chronal [9,10] and even quasi-observed magnetic monopole radiations [24] and notorious biological and geological fields [7], may be explained within the above consideration as a manifestation of various energy and origin torsion radiations. Further perfecting of existing approaches to TR generation and detection, including development of a torsion spectrometry, and also build-up of the correct theory are necessary for successful fundamental study of TR. References1. Cartan E., Compt. Rend. Acad. Sci. Paris., V.174 (1922), p.593. 2. Einstein A., Wiss. Sitzungber. Pruss. Akad., Phys.-Math., B.1 (1925), p.414. 3. Einstein A., Math. Ann., Vol.102 (1930), p.685. 4. Shipov G.I. Theory of a Physical Vacuum. A New Paradigm. Moscow, ISTC “VENT”, 1993, 362 pp (in Russian). 5. Shipov G.I. Theory of a Physical Vacuum. (Theory, Experiments and Technologies). Moscow, “Science” Publishing house, 1996, 450 pp. 6. Akimov A.E., Shipov G.I. In: New Ideas in Natural Sciences, Proc. Int. Conf., St.Petersburg, Russia, 17-22 June 1996, p.229. 7. Akimov A.E., Shipov G.I., Loginov V.A. et al. Zemlia i Vselennaya, 1996, No6, p.9. 8. Byalko A.V. Priroda, 1998, No9, p.3. 9. Veinik A.-V.I. Thermodynamics of Real Processes. Minsk, Navuka i Tekhnika Publ., 1991, 576 pp. 10. Veinik A.-V.I., Komlik S.F. Complex Measurement of Chronophysical Properties of Materials. Minsk, Navuka i Tekhnika Publ., 1992, 96 pp. 11. Kogan I.M. Applied theory of information. Moscow: Radio i Sviaz’ Publ., 1981, 216 pp. 12. Bilaniuk O.M., Sudarshan E.C.G. Physics Today, 1969, Vol.22, p.43. 13. Gerasimov Ya.I., Dreving V.P., Yeremin E.N. et al. A Course of Physical Chemistry, Vol.1. Moscow: Khimiya Publ., 1969, 592 pp. 14. Zhvirblis V.Ye. The Russian Chemical Journal, Vol.38 (1994), No6, p.104. 15. Leonov V.S. Theory of Resilient Quantized Medium. Part 2. New Sources of Energy. Minsk, PoliBig Publ., 1997, 122 pp. 16. Tatur V.Yu. Secrets of New Thinking. Moscow: Progress Publishing House, 1990, 200 pp. 17. Okhatrin A.F. Doklady Acad. Sci. USSR, Vol.304 (1989), No4, p866. 18. Lavrentiev M.M., Gusev E.A., Yeganova N.A. et al. Ibid., Vol.315 (1990), No2, p.368. 19. Purcell E.M., Pound R.V. Phys. Rev., Vol.81 (1951), p.259. 20. Glansdorff P., Prigogine I. The Thermodynamic Theory of Structure, Stability and Fluctuations. London – New York – Sydney - Toronto: Wiley-Interscience, 1971, 280 pp. 21. Gertsenshtein M.E., Kravtsov Yu.A. Science And Technology in Russia (STR) 1998, No6 (29), p.9. 22. Bearden T., Bockris J., Brown Y. et al. Planetary Association for Clean Energy (PACE) Newsletter, 1996, Vol.8, No4, p.18-24. 23. Marinov S. FMR (Physical Idea in Russia), 1995, No1, p.52-77. 24. Shakhparonov I.M. In: Ball Lightning in Laboratory. (Avramenko R.F. et al., eds.) Khimiya Publ., Moscow, 1994, p.184-198. |
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