Abstract
We indicate the possibility of using the well-known method of the equivalent problem in heat conduction theory to calculate turbulent wall jets. The method is used to calculate the velocity profiles and the excess heat content at cross sections and also the friction drag and heat transfer coefficients for semiunbounded jets.
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L. A. Vulis and V. P. Kashkarov, Jet Theory of a Viscous Liquid [in Russian], Nauka, Moscow (1965).
P. Frank and R. von Mises, Differential and Integral Equations in Mathematical Physics [Russian translation], ONTI, Glavnaya redaktsiya obshchetekhnicheskoi literatury, Moscow-Leningrad (1937).
B. K. Aluyarov, Z. Sakipov, and L. P. Yarin, Problems in Thermal Power Engineering and Applied Thermal Physics [in Russian], Issue 3, Nauka, KazSSR (1966).
Z. Sakipov, Problems in Thermal Power Engineering and Applied Thermal Physics [in Russian], Issue 1, Nauka, KazSSR (1964).
B. K. Aliyarov, in: Problems in Thermal Power Engineering and Applied Thermal Physics [in Russian], Issue 6 (1970).
B. A. Bradshaw and B. S. Gee, “Turbulent wall jets with and without an external stream,” Reports and Memoranda, No. 3252, June (1960).
A. Sigalla, J. Roy. Aero. Soc.,62, December (1968).
Maiers, Shauer, and Yustis, Tekhnicheskaya Mekhanika,85, Ser. D, No. 1 (1963).
Maiers, Shauer, and Yustis, Teploperedacha,85, Ser. C, No. 3 (1963).
Jacob, Rose, and Spielman, Trans. ASME,72 (1950).
W. M. Schwartz and W. P. Cosart, J. Fluid Mech.,10, Pt. 4 (1961).
R. A. Seban and L. M. Back, Int. J. Heat and Mass Transfer,3, No. 4 (1961).
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Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 20, No. 3, pp. 439–445, March, 1971.
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Aliyarov, B.K., Sakinov, Z. Application of an equivalent problem in heat conduction theory to the calculation of semiunbounded turbulent jets. Journal of Engineering Physics 20, 315–319 (1971). https://doi.org/10.1007/BF00826285
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DOI: https://doi.org/10.1007/BF00826285