Data presented for confirmation of the applicability a procedure proposed in [1] for analysis of averaged-velocity distribution in longitudinally uniform flows appreciably expand the range of data that can be used for this purpose.
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L. I. Vysotskii and I. S. Vysotskii, “Hydraulic analysis of averaged parameters of turbulent flows in circular pipes and flat channels,” Gidrotekh. Stroit., No. 1, 42 – 48 (2009).
L. I. Vysotskii, “One approach to calculation of temperature distribution in turbulent flows,” in: Refinement of Methods for Hydraulic Analyses of Water-Passing and Purification Structures. Inter-University Scientific Collection [in Russian], Izd. SGTU, Saratov (2001), pp. 4 – 87.
L. I. Vysotskii, “Plotting of open formula for averaged-velocity distribution for all zones of resistance in longitudinally homogeneous turbulent flows,” in: Refinement of Methods for Hydraulic Analyses of Water-Passing and Purification Structures. Inter-University Scientific Collection [in Russian], Izd. SGTU, Saratov (2005), pp. 7 – 63.
L. I. Vysotskii, “Plane longitudinally homogeneous flows,” in: Refinement of Methods for Hydraulic Analyses of Water-Passing and Purification Structures. Inter-University Scientific Collection [in Russian], Izd. SGTU, Saratov (2007), pp. 4 – 70.
L. I. Vysotskii and I. S. Vysotskii, “Phenomenon of development of flow with negative turbulent viscosity in a longitudinally homogeneous turbulent liquid flow,” in: Scientific Discoveries of 2009. Collection of Brief Descriptions, Scientific Disclosures, and Scientific Hypotheses [in Russian], RAEN, Moscow (2010), pp. 25 – 27.
D. C. Bogue and A. V. Metzner, “Velocity profiles in turbulent pipe flow,” Ind. Ang. Eng. Chem. Fundamentals, 2(2), 143 (1963).
L. M. Brekhovskikh and V. V. Goncharov, Mechanics of Continua and Wave Dynamics, Springer-Verlag, Berlin (1994).
R. Brodkey, J. Wallace, R. Brodkey, and H. Eckelmann, “Some properties of truncated turbulence signals in bounded shear flows,” J. Fluid. Mech., 63, 9 – 224 (1974).
H. Eckelmann, “The structure of the viscous sublayer along a smooth boundary,” J. Fluid Mech., 65(Part 3) (1974).
U. Karnik, “Measurements of the turbulent structure downstream of a tube bundle at high Reynolds numbers,” J. Fluid Eng., 116, 848 (1994).
L. D. Landau and E. M. Lifshitz, Fluid Mechanics, Permagon Press, Oxford (1987).
J. Laufer, Investigation of Turbulent Flow in a Two-Dimensional… National Advisory Commission on Aeronautics, Technical Report No. 1053 (1951).
Z. C. Liu, R. J. Adrian, and T. J. Hanratty, “A study of streaky structure in a turbulent channel flow with particle image velosimetry,” in: Fifth Institutes Symposium on Laser Technology Applied to Fluid Mechanics, Lisbon (1996), pp. 171 – 179.
M. A. Niederschulte, R. A. Adrian, and T. K. Hanratty, “Measurements of turbulent flow in a channel at low Reynolds numbers,” Exp. Fluids, 9, 222 – 231 (1990).
J. Nikuradse, “Forschung aufden gebeite des ingenierrwesens. End. B. 3 (September – October 1932), Regularity of turbulent flow in smooth pipes,” Transl. Perdue Res. Found. Tech. Memorandum PUR, 11 (1949).
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This research was financed by the Ministry of Education and Science of the Russian Federation (State Contract No. 16.516.11yu6114, dated August 25 2011).
Translated from Gidrotekhnicheskoe Stroitel’stvo, No. 10, October 2012, pp. 41 – 47.
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Vysotskii, L.I., Vysotskii, I.S. Comparative analysis of effectiveness of new formulas for averaged-velocity distribution in longitudinally uniform turbulent flows. Power Technol Eng 46, 461–466 (2013). https://doi.org/10.1007/s10749-013-0379-4
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DOI: https://doi.org/10.1007/s10749-013-0379-4