“…In the case of shape memory alloys, small residual strains of the self-accommodating martensite are accommodated elastically. Both the transformation strains of the variants and the interfaces formed between them determine the typical size of the variants (Khachaturyan et al, 1991;Yan et al, 1997;Hackl et al, 2004). It is important to note that the transformation strains and the formation of interfaces oppose the transformation and cause a transformation barrier since they increase the energy of the transformation.…”
“…In the case of shape memory alloys, small residual strains of the self-accommodating martensite are accommodated elastically. Both the transformation strains of the variants and the interfaces formed between them determine the typical size of the variants (Khachaturyan et al, 1991;Yan et al, 1997;Hackl et al, 2004). It is important to note that the transformation strains and the formation of interfaces oppose the transformation and cause a transformation barrier since they increase the energy of the transformation.…”
“…In [17] the overall strain was accounted for by assuming that the individual twins which form a twin pair can have different height. Here, only pairs of twins consisting of individual twins of equal height are considered and a different approach is used to capture the overall shear strain.…”
Section: Methodology For Self-accommodationmentioning
confidence: 99%
“…Further, according to [4,17] the twinning eigenstrainẽ 12 is assumed to be equal to the transformation strainẽ 12 .…”
Section: Methodology For Self-accommodationmentioning
confidence: 99%
“…The Gibbs free energy of the system in the transformed state without self-accommodation is given by (17), whereas the system with an additional twinned structure has the Gibbs free energy…”
Section: Change In Gibbs Free Energy Due To Self-accommodationmentioning
confidence: 99%
“…Our method is based on the solution for eigenstresses due to prescribed eigenstrains given in [16]. Similar investigations were performed already in [17]. However, only circular inclusions were considered and the strain energies for the different morphologies were computed numerically due to the lack of an analytical solution.…”
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