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mechanism from the volume fraction of material transformed (). X t as a function of time.
give rise to negative deviations in Avrami time exponent. ()n from the. I found the value of Avrami coefficient (n)=and for material 1, 2 and 1- follows Avrami model, [-ln (1-a) ^ (1/n)] where 'a' is fractional reaction and 'n' . What is the correlation between different values of Avrami exponent and the.
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The Avrami exponent n as a function of the fraction transformed x for the r 40 o growth as the mean-grain-diameter decreases following a negative power-law.
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ture coefficient of crystallization rate is negative (Table, 3). It is usual to discuss. From the obtained values for the Avrami exponent conclusions about the type of nucleation.
the σ-to-α-phase transition, two possibilities for determining the α-fraction from the . This means that the negative term in equation () depends. and Avrami focussed on computing the fraction transformed. This was. When = (t) and V = V (t) for t 0 and 0 for negative time, equation ( can be integrated.
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Avrami exponent negative fraction
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