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- W2290714561 abstract "This chapter explores modeling precipitation as a sharp-interface phase transformation. In this chapter, it is assumed that the growing and the shrinking phases are clearly and unambiguously separated by a phase boundary, the interface. And the term sharp implies that the interfacial region is sufficiently small to allow for a theoretical treatment of phase transformations with a stepwise change of material properties from one phase into the other. During phase transformation, the interface between the two phases migrates from the growing phase into the parent phase. Simultaneously, physical processes occur in the bulk of the two phases as well as across the interface. This fact makes sharp-interface phase transformations a classical moving boundary problem. Precipitation is a special case of phase transformation, where the spatial extension of the new phase is usually small. This chapter starts with an introduction of a generalized treatment of phase transformation processes in the framework of the extended volume concept. The second section discusses nucleation theory. This is followed by modeling of precipitation processes and a description of the kinetics of precipitation with the traditional stages of precipitate life. A numerical scheme is introduced that allows treating precipitate populations and size distributions. Finally, the growth kinetics are compared." @default.
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- W2290714561 date "2007-01-01" @default.
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- W2290714561 title "Modeling Precipitation as a Sharp-Interface Phase Transformation" @default.
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- W2290714561 doi "https://doi.org/10.1016/b978-012369468-3/50006-x" @default.
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