The mullitisation kinetics in a sanitary-ware-like precursor system is here investigated by means of high-temperature X-ray powder diffraction, as a function of the filler/flux ratio. We used a blend based on kaolinite (50wt%), quartz (10-28wt%) and Na-feldspar (22-40wt%). The results show that the content of feldspar boosts the formation of mullite as proven by the apparent activation energy values determined, ranging from 394 to 1111kJ/mol, and giving a dEa/dxfeldspar ∼ -23kJ/mol/wt (xfeldspar=feldspar weight fraction). The mullitisation temperature has also been observed to depend on the Na-feldspar content, inasmuch as the sample bearing the smallest amount of feldspar flux exhibits a mullite growth onset between 1100 and 1150°C, that is at a temperature about 50°C higher than the one observed in the richer blends. The mullitisation kinetic process is in this work described as a one-mechanism transformation, satisfactorily formalised by Avrami-Erofeyev equation.
Kinetic study of mullite growth in sanitary-ware production by in situ HT-XRPD : the influence of the filler/flux ratio
PAVESE, Alessandro;
2011-01-01
Abstract
The mullitisation kinetics in a sanitary-ware-like precursor system is here investigated by means of high-temperature X-ray powder diffraction, as a function of the filler/flux ratio. We used a blend based on kaolinite (50wt%), quartz (10-28wt%) and Na-feldspar (22-40wt%). The results show that the content of feldspar boosts the formation of mullite as proven by the apparent activation energy values determined, ranging from 394 to 1111kJ/mol, and giving a dEa/dxfeldspar ∼ -23kJ/mol/wt (xfeldspar=feldspar weight fraction). The mullitisation temperature has also been observed to depend on the Na-feldspar content, inasmuch as the sample bearing the smallest amount of feldspar flux exhibits a mullite growth onset between 1100 and 1150°C, that is at a temperature about 50°C higher than the one observed in the richer blends. The mullitisation kinetic process is in this work described as a one-mechanism transformation, satisfactorily formalised by Avrami-Erofeyev equation.
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