Abstract
The Taramann system represents an idealized transforming system of one component. It is statistically completely defined by special conditions of the nucleation and the growth. Its microstructure (topology) at a time t contains two phases. From this microstructure we make a linear analysis in a thought experiment. We derive the distribution function of the lengths of the chord intercepts of the diminishing phase as well as some other quantities characterizing the microstructure at time t.
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