Three different αFe-βTi couples were annealed in the temperature range between 850 and 1050°C. Resulting concentration distributions in the αFe and βTi phases were determined by electron probe microanalysis, and layer thicknesses of the Fe
2Ti and FeTi phases formed in the diffusion zone were measured.
Where any two adjacent phases in couple,
j and
k, differ from each other in partial molal volumes \bar
Vi of the diffusing components, a method for determining the interdiffusion coefficients has been established by adding some complementary steps to the previously reported one. The interdiffusion coefficients in the αFe, Fe
2Ti, FeTi and βTi phases were calculated by the above method.
When it was assumed that the relation \bar
Vij=\bar
Vik was satisfied for all the phases in the couples, interdiffusion coefficients for the Fe
2Ti and FeTi phases calculated from Kidson’s equation were consistent with those obtained by the previous method, respectively.
Interdiffusion coefficient for an intermediate phase has often been determined from either Kidson’s equation or Heumann’s equation under the assumption,
dc⁄
dx=const. regardless of
x in the intermediate phase layer. It is demonstrated in this study that validity of the above assumption may be restricted by moving behavior of the phase interfaces.
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