Abstract
AbstractThis contribution generally aims at the application of the multiscale‐FEM to problems arising from inhomogeneities of arbitrary shape within a solid matrix material. In the context of our work, the inhomogeneity represents a nucleus of a new solid phase. According to the theory of homogeneous nucleation, the model predicts whether it is energetically preferable to initiate the growth of the nucleus or not. The implementation of this procedure into a micromechanical model for shape‐memory alloys is assumed to be suitable to reconstruct the so‐called stress‐drop after the initiation of phase‐transformation as observed in experiments. (© 2006 WILEY‐VCH Verlag GmbH & Co. KGaA, Weinheim)
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