Abstract
A mass transport theory is developed for interphase precipitation reactions in binary and pseudobinary systems where constant concentrations of solute are maintained at the interphase boundary. The theory presents exact solutions to the problem of diffusion-controlled growth involving the coupled motion of two boundaries. It is generally applicable to interphase pre-cipitation in both solid-solid and solid-liquid systems. Aspects of the theory are discussed with reference to the interphase precipitation reaction in model iron-carbon-vanadium alloys.
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