Statistical method for the processing of experimental data on the boiling of aqueous solutions of polymers

1Panin, VV
1Krivoshey, FA
1Somin, OA
1State University of Infrastructure and Technologies, Kyiv
Dopov. Nac. akad. nauk Ukr. 2018, 2:50-57
Section: Heat Physics
Language: Russian

Based on the statistical approach adequate to the stochastic nature of the boiling, the phenomenon of selforganization associated with ordered periodic changes (self-vibrations) of the hydrodynamic and thermal regimes during the boiling of aqueous solutions of polymers as the quenching media is reconstructed.

Keywords: boiling, polymer, quenching medium, water solution
  1. Buyevich, Y. A., Leonov, A. I. (1966). Self-oscillations in the Couette flow of an incompressible Maxwell liquid. Zhurn. prikl. mehaniki i tehn. Fiziki, No. 2, pp. 103-107 (in Russian).
  2. Karyakin, A. V. & Leonov, A. I. (1968). Self-oscillations during the expiration of polymer melts from a capillary. Zhurn. prikl. mehaniki i tehn. Fiziki, No. 3, pp.110-115 (in Russian).
  3. Ahatov, I. S., Hasanov, M. M. & Husainov, I. G. (1993). Auto- and stochastic oscillations in the hydrodynamics of non-Newtonian fluids. Prikl. matem. i mehanika, 57. No.1, pp. 71-75 (in Russian).
  4. Tenzi, G. M. & Stizelberger-Yakob, P. (1989). The effect of rewet on quenching processes. Prikl. teplotehnika, 11, Iss. 4, pp. 57-63 (in Russian).
  5. Feygerbaum, M. (1983). Versatility in the behavior of linear systems. Uspehi fiz. nauk, 141. Iss. 2, pp. 343 (in Russian).
  6. Grechannyi, O. A. & Krivoshey, F. A. (1989). Inverse problems of non-stationary heat conduction on the basis of stochastic approximation of the transport equation. Dokl. AN USSR, A, No. 12, pp. 69-70 (in Russian).
  7. Klyatzkin, V. I. (1980). Stochastic equations and waves in randomly inhomogeneous media. Moscow: Nauka (in Russian).
  8. Yashnov, V. I. (1965). Influence of the wettability of the heating surface on the boiling crisis. Sb. nauchn. tr. ZKTI, Leningrad, Iss. 53, pp. 78-82 (in Russian).