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Show Once all the pyrite has been converted to pyrrhotite, oxygen can diffuse to the particle surface where it reacts with the residual sulfide. Magnetite is formed on the surface of the particle as pyrrhotite is oxidized. 1.14 FeO.877S(s) + 1.2367 02 4 0.33 Fe304(s) + 1.14 SO(g) 683 -201.24 kJ/mol 02 (R3) Concurrently, the particle temperature rises due to the exothermic oxidation reaction. Vhen the particle temperature attains the melting point of pyrrhotite, the solid pyrrhotite portion of the particle begins to form a liquid phase. Simultaneously, the pyrrhotite is oxidized the magnetite shell is dissolved in the melt, and it is assumed that the product of oxidation is an iron-sulfuroxygen melt. FeO.877S(s) 4 FeO.877S(I) 684 = 341.15 kJ/kg 1.14 FeO.877S(I) + 1.2367 02 ~ 0.33 Fe304(1) + 1.14 SO(g) 685 = -190.1 kJ/mol 02 (R4) (R5) The particle temperature remains constant during this step and the rate of melting is determined by dividing the rate of heat generation due to oxidation and transfer from the surroundings by the enthalpy change upon pyrrhotite melting. This step is completed when all the pyrrhotite has melted. Oxidation of the remainder of the sulfur in the Fe-S-O droplet takes place in the next stage. The model assumes that surface reaction kinetics do not contribute a significant resistance once a melt is formed,4 and that the overall oxidation rate is diffusionally controlled. However, allowance is made for the resistance to oxygen transport in the liquid melt. In the calculations, the liquid-side mass transfer coefficient is considered as an 4 |