350 rub
Journal Nonlinear World №4 for 2016 г.
Article in number:
Application of standard model of the Sun for calculation of intensity of fluctuations of physical time
Keywords: standard model of the Sun irreversible processes production of entropy fluctuation of physical time heat radiation
Authors:
A.N. Morozov - Dr.Sc. (Phys.-Math.), Professor, Head of Department of Physics, Bauman Moscow State Technical University. E-mail: amor59@mail.ru
Abstract:
The possibility of use of the theoretical model describing dependence of intensity of fluctuations of physical time on density of production of entropy in irreversible processes for calculation of mutual influence of irreversible macroscopic processes is considered. The offered model allows to define analytically intensity of fluctuations of physical time at the heat radiation of the spherical body. On the basis of standard model of the Sun density of production of entropy in the Sun and dependence of intensity of fluctuations of physical time on distance to the center of the Sun is calculated. Availability of free parameter of model for which determination of size additional a priori information is necessary is established. The carried-out calculations of density of production of entropy in the Sun showed that this size in different areas of the Sun differs on 2-3 orders. The received results allow to estimate intensity of fluctuations of physical time on the Earth's surface and to offer methods of experimental measurement of the specified intensity.
Pages: 59-66
References

 

  1. Julsgaard B., Kozhekin A., Polzik E.S. Experimental long-lived entanglement of two macroscopic objects // Nature. 2001. V. 413. P. 400-403.
  2. Xu H., Strauch F.W., Dutta S.K., Johnson P.R., Ramos R.C., Berkley A.J., Paik H., Anderson J.R., Dragt A.J., Lobb C.J., Wellstood F.C. Spectroscopy of three-particle entanglement in a macroscopic superconducting circuit // Physical Review Letters. 2005. V. 94. Is. 2. P. 027003. Published 19 January 2005.
  3. Benatti F., Floreanini R., Piani M. Environment induced entanglement in Markovian dissipative dynamics // Physical Review Letters. 2003. V. 91. P. 070402-4.
  4. Dur W., Briegel H.-J. Stability of macroscopic entanglement under decoherense // Physical Review Letters. 2004. V. 92. P. 1804031-4.
  5. Korotaev S.M., Morozov A.N., Serdjuk V.O., Sorokin M.O. Projavlenie makroskopicheskojj nelokalnosti v nekotorykh estestvennykh dissipativnykh processakh // Izvestija vuzov. Ser. Fizika. 2002. № 5. S. 3-14.
  6. Korotaev S.M., Morozov A.N., Serdyuk V.O., Gorokhov J.V., Machinin V.A. Experimental study of macroscopic nonlocality of large-scale natural dissipative processes // NeuroQuantology. 2005. V. 3. Is. 4. P. 275-294.
  7. Basharov A.M. Dekogerencija i pereputyvanie pri radiacionnom raspade dvukhatomnojj sistemy // ZHEHTF. 2002. T. 121. Vyp. 6. S. 1249-1260.
  8. Jakobczyk L. Entangling two qubits by dissipation // Journal of Physics A: Mathematical and General. 2002. V. 35. № 30. P. 6383-6391.
  9. Morozov A.N., Skripkin A.V. Spherical particle Brownian motion in viscous medium as non-Markovian random process // Physics Letters A. 2011. V. 375. P. 4113-4115.
  10. Morozov A.N., Skripkin A.V. Brounovskoe dvizhenie v lokalno-neravnovesnojj srede // Nelinejjnyjj mir. 2012. T. 10. № 1. S. 25-29.
  11. Morozov A.N. Opisanie diffuzii i brounovskogo dvizhenija kak puassonovskikh sluchajjnykh processov // Vestnik MGTU im. N.EH. Baumana. Ser. Estestvennye nauki. 1999. № 2. S. 85-90.
  12. Morozov A.N., Nazolin A.L. Dinamicheskie sistemy s fluktuirujushhim vremenem. M.: Izd-vo MGTU im. N.EH. Baumana. 2001. 200 s.
  13. Gladyshev V.O., Morozov A.N. Opisanie rasprostranenija ehlektromagnitnogo izluchenija v chetyrekhmernom prostranstve-vremeni s fluktuirujushhim metricheskim tenzorom // Izvestija vuzov. Ser. Fizika. 2002. № 2. S. 24-27.
  14. Kuraev A.A. Fluktuacii vremeni i inversija prichinno-sledstvennykh svjazejj // Doklady BGUIR. 2011. № 2. S. 115-116.
  15. Bahcall J.N., Huebner W.F., Lubow S.H., Parker P.D., Ulrich R.K. Standard solar models and the uncertainties in predicted capture rates of solar neutrinos // Reviews of Modern Physics. 1982. V. 4. Is. 3. P. 767-799.
  16. Pugachev V.S., Sinicyn I.N. Stokhasticheskie differencialnye sistemy. M.: Nauka. 1990. 632 s.
  17. Izakov M.N. Samoorganizacija i informacija na planetakh i v ehkosistemakh // Uspekhi fizicheskikh nauk. 1997. T. 167. № 10. S. 1087-1094.
  18. Samarskijj A.A. Vvedenie v chislennye metody. M.: Nauka. 1982. 272 s.
  19. Morozov A.N. Rezultaty dolgovremennykh izmerenijj fluktuacii naprjazhenija na ehlektroliticheskikh jachejjkakh // Radiooptika. MGTU im. N.EH. Baumana. EHlektronnyjj zhurnal. 2015. № 6. S. 62-76.