Nuclear Technology & Radiation Protection Journal


NT & RP Journal	STOCHASTIC MODELS OF HEAT AND NUCLEAR PARTICLE TRANSFER BASED ON GENERALIZED EQUATION OF FOKKER-PLANCK-KOLMOGOROV
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Vol. XXXI, No. 4, Pp. 307-392 December 2016 UDC 621.039+614.876:504.06 ISSN 1451-3994 Back to Contents	Pages: 335-338 Authors: Igor A. Soloviev and Diana Ć. Dolićanin-Djekić Abstract Stochastic differential equations are proposed on the basis of generalized Fokker-Planck- -Kolmogorov equation. From the statements of boundary and initial value problems for probabilistic density, dispersion and differential entropy the conditions for stability of solutions and changes in scenarios of development of random phenomena of heat and nuclear particle transfer are obtained. Key words: stochastic differential equation, dispersion, stability of the solution FULL PAPER IN PDF FORMAT (199 KB)
Vinča Institute of Nuclear Sciences :: Designed by milas :: July 2007 Operated by acapanic :: Last updated on February, 2017

Pages: 335-338

Authors: Igor A. Soloviev and Diana Ć. Dolićanin-Djekić

Abstract
Stochastic differential equations are proposed on the basis of generalized Fokker-Planck- -Kolmogorov equation. From the statements of boundary and initial value problems for probabilistic density, dispersion and differential entropy the conditions for stability of solutions and changes in scenarios of development of random phenomena of heat and nuclear particle transfer are obtained.

Key words: stochastic differential equation, dispersion, stability of the solution

FULL PAPER IN PDF FORMAT (199 KB)