Abstract
A system of differential equations is proposed for the description of unsteady heat conduction in disperse systems. A solution is derived for boundary conditions of the 1st, 2nd, and 3rd kind.
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S. S. Zabrodskii, Tr. In-ta energetiki, no. 8, Izd. AN BSSR, 1958.
A. Jacob and L. Osberg, Canad. J. Chem. Eng., 35, no. 1, 1957.
H. S. Mickley and D. F. Fairbanks, A. I. Ch. E. J., no. 1, 1955.
N. V. Antonishin and S. S. Zabrodskii, IFZh, 6, no. 11, 1963.
A. P. Baskakov, IFZh, 6, no. 11, 1963.
O. M. Todes, collection: Use of the Fluidized Bed in the Chemical Industry, II [in Russian], Izd. Leningradskogo doma nauchno-tekhnicheskoi propagandy, 1965.
N. K. Harakas and K. O. Beatty, Chem. Ing. Progr. Sym. Ser., 59, no. 41, 1963.
N. V. Antonishin, L. E. Simchenko, and G. A. Surkov, in collection: Investigation of Heat and Mass Transfer in Technical Processes and Equipment [in Russian], Izd. Nauka i tekhnika, Minsk, 1966.
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Antonishin, N.V., Simchenko, L.E. & Surkov, G.A. Differential equations of heat conduction in a disperse system. Journal of Engineering Physics 11, 300–302 (1966). https://doi.org/10.1007/BF00828474
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DOI: https://doi.org/10.1007/BF00828474