mathematical modeling,
heat and mass transfer,
sheared flow,
river-bed stream,
turbulence,
water quality.
UDC:
519:532:551:556, 539.3, 518.12
Subject:
Mathematical modelling of the heat and mass transfer in moving medium.
Biography
EDUCATION
1990, January: Ph.D. Rostov State University (Russia).
1984–1987: Doctorate course in Appl. Math. in Rostov State University.
1976–1982: Rostov State University. MS in Appl. Math. (Diploma with honors).
WORKING BIOGRAPHY
12/1990 – nowadays: Southern federal University (former Rostov State University). Docent (Associate Professor) of Computer Science and Computing Simulation. Senior research associate.
10/1987 – 12/1990: Rostov State University. Assistant Professor of Computer Science and Computing Simulation.
10/1984 – 10/1987: Rostov State University. Doctorate student.
10/1982 – 10/1984: Rostov State University. Research associate.
Main publications:
Nadolin K. A. Boussinesq Approximation in the Rayleigh–Benard Problem // Fluid Dynamics, vol. 30, no. 5, 1995, pp. 645–651.
Nadolin K. A. Penetrative Convection in the Isothermally Incompressible Fluid Approximation // Fluid Dynamics, vol. 31, no. 2, 1996, pp. 193–205.
Babayan A. V., Nadolin K. A. Simulation of the admixture spreading in a steady 2D lengthy stream of a viscous fluid // Global Nest Int. J., vol. 2, no. 1, 2000, p. 91–97.
K. A. Nadolin, “Simplified three-dimensional mathematical models of hydrodynamics and passive mass transfer in calm channel flows”, Itogi Nauki i Tekhniki. Sovrem. Mat. Pril. Temat. Obz., 196 (2021), 66–89
2020
2.
K. A. Nadolin, “On a family of mathematical models of adequate complexity, describing passive mass transfer in calm streambed flowes”, Bulletin of Irkutsk State University. Series Mathematics, 31 (2020), 34–48
2009
3.
K. A. Nadolin, “On the approach to modelling of the mass transfer in river-bed stream”, Matem. Mod., 21:2 (2009), 14–28
O. N. Akopov, O. A. Belokon, K. A. Nadolin, A. V. Nasedkin, A. S. Skaliukh, A. N. Soloviev, “Symmetrical saddle algorithms in fem analysis of the compound piezoelectric devices”, Matem. Mod., 13:2 (2001), 51–60
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