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the effect of CO2 on the kinetics and extent of calcination of limestone and dolomite particles in fluidised beds
Affiliation:1. Natural Resources Canada, CanmetENERGY, 1 Haanel Drive, Ottawa K1A 1M1, Canada;2. Department of Chemical and Biological Engineering, University of Ottawa, 161 Louis Pasteur Street, Ottawa K1N 6N5, Canada;3. Environmental Science and Technology Department, Cranfield University College Road, Bedfordshire MK43 0AL, United Kingdom
Abstract:Measurements have been made of the rates of calcination of limestone particles (diam. 0.4–2.0 mm) in a fluidised bed, electrically heated to a well-defined temperature. Experiments were conducted at atmospheric pressure and also at pressures of 3, 6, 12 and 18 bar, for bed temperatures varying from 1073 to 1248 K. The fluidising gases were air, or occasionally nitrogen, containing up to 20 vol. % CO2. The results indicate that under these conditions the rate of calcination of such limestone particles is controlled by chemical reaction at a sharp interface between CaCO3 and CaO. The temperature of this reaction zone is only a few degrees (< 15 K) below that of the fluidised bed. The rate of calcination is found to be of the form: (peCO2 - piCO2 - PyI) kmol/m2 s, where peCO2 and piCO2 are, respectively, the partial pressures of CO2 for equilibrium at the temperature of the reaction interface and in the fluidising gas, is the rate constant associated with the reverse carbonation reaction (CO2 + CaO → CaCO3), P is the total pressure, and yI is a constant, which depends on the temperature of the bed. Values of were measured. They appear to be independent of temperature, indicating that carbonation proceeds without an associated activation energy. It is hard to explain the appearance of yI (an effective mole fraction for CO2) in the above rate expression. The calcination of one dolomite has been briefly studied and calcination times etc. measured. In general, this appears to be a two-stage process, with the calcination of the MgCO3 component being insensitive to pressure, unlike the CaCO3. The value of for CO2 + MgO → MgCO3 is similar to that for the calcium case.
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