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External heat transfer in polydispersed fluidized beds at elevated temperatures
Authors:V A Borodulya  Yu S Teplitskii  A P Sorokin  V V Matsnev  I I Markevich  V I Kovenskii
Affiliation:(1) A. V. Lykov ITMO, Academy of Sciences of the Belorussian SSR, Minsk;(2) I. I. Polnzuov NPO TsKTI, Leningrad
Abstract:The authors present results of a theoretical and experimental study of heat transfer in polydispersed fluidized beds of coarse particles at temperatures up to 1273 K.Notation a tube radius - Cf specific heat of the gas - di mean diameter of the i-th fraction - g acceleration due to gravity - H height of the fluidized bed - J=rgrfu mass flow rate of gas - ell0 thickness of the gas film on the heat transfer surface - m0 porosity at the onset of fluidization - m porosity - r radius - R radius of the equipment - tf, °C, Tf, °K gas temperature - T0 initial gas temperature - Tt8, Tw temperature of the fluidized bed and of the heat transfer surface, u, u0, speed of filtration and speed at the start of fluidization - a heat-transfer coefficient - epsiw, epsib emissivities of the heat transfer surface, and the fluidized bed - epsiS emissivity of the particles - epsive effective (apparent) emissivity of the fluidized bed - eegrf viscosity of the gas - lambdaf thermal conductivity of the gas - lambdaf 0=lambdaf0 c+ncfJd2/m thermal conductivity of the gas at tf=0°C - lambdaf c molecular thermal conductivity of the gas - langlambdaf crang at temperature (Tw+Tt8)/2 - lambdaf0 c molecular thermal conductivity of the gas at tf=0°C, Lambda=glf/glf0 c - rgrS, rgrf density of particles in the gas - sgr Stefan-Boltzmann constant - Ar=gd1rgrfrgrS-rgrf)/eegrf 2 Archimedes Number - Pe=cfJell0 2/Hmlambdaf0 c Peclet number - Re=ud1rgrf/eegrf Reynolds Number Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 56, No. 5, pp. 767–773, May, 1989.
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