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MODELING CHAR OXIDATION AS A FUNCTION OF PRESSURE ...

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urn with shrinking diameters, and the particle temperatures (1480 ~ 2850 K) were<br />

beyond the temperature range where Zone I combustion typically occurs. Zone I<br />

corresponds to the complete penetration of oxygen into the particles and a non-shrinking<br />

combustion mode. In Zone II, the apparent reaction order can never be less than 0.5,<br />

unless the true reaction order is negative (which is unlikely true for carbon-oxygen<br />

reaction) assuming the external surface area is negligible compared to the internal surface<br />

area.<br />

A “rough sphere” combustion theory was proposed to explain the conflicting<br />

observations. When the contribution to reaction rate from the external surface is<br />

comparable to that from the internal surface, rough sphere combustion occurs. Rough<br />

sphere combustion occurs when reaction rate is controlled by both kinetics and pore<br />

diffusion (Zone II), but allows the apparent reaction order to be less than 0.5 due to the<br />

contribution from external surface area. However, a microscopic model was used in the<br />

original work to account for the spatial and temporal variation of pore structure, which<br />

required extensive computational efforts.<br />

Data of Croiset et al.<br />

Croiset et al. (1996) performed combustion experiments in a fixed-bed reactor at 2,<br />

6, and 10 atm at temperatures between 850 and 1200 K with Westerholt bituminous coal<br />

char with diameters in the range of 90-106 μm. The reaction was claimed to be first order<br />

in both Zone I and Zone II. The pre-exponential factor, A, decreased when the total<br />

pressure increased from 2 to 6 atm. Above 6 atm, the effect of total pressure was very<br />

weak. High pressure also favored the combustion regime controlled by pore diffusion.<br />

Attempts were made to apply the Langmuir rate equation to these data. However, the<br />

mole fraction of oxygen was used instead of the oxygen concentration. The theoretical<br />

22

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