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A formalism is developed for the interpretation of current and mass transients observed with binary alloys in the passive state.
A two-dimensional (2D) lattice Boltzmann-based model is developed to simulate solutal dendritic growth of binary alloys in the presence of forced flow.
Finally, the current approach is applied to derive a non-isothermal generalization of a phase-field crystal model for binary alloys in the "Non-isothermal generalization of a phase-field crystal model for binary alloys" section.
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An analytical method based on the flux balance at the inter-region boundary is explored for the evolution of a binary alloy in the corresponding Rhines pack atmosphere where the solute forms only one type of oxide.
This shift toward the Sn-rich corner of the phase diagram is roughly consistent with the model proposed by Lee et al. [38] for binary alloys, in which the eutectic composition of nano-alloys moved to the side of the component with the lower melting point.
We present a Ginzburg Landau theory of dislocation dynamics in binary alloys in which the elastic energy is a periodic function of the anisotropic strain components.
Introduction to "a treatment of the solute drag on moving grain boundaries and phase interfaces in binary alloys". In Thermodynamics and phase transformations: The selected works of Mats Hillert, Mats Hillert, ed.
The model itself also offers a convenient and accurate routine to predict the surface segregation of other than Pd-based binary alloys in different gas atmospheres.
It is applicable to binary alloys in planar, cylindrical, or spherical geometries.
We simulate the diffusional evolution of microstructures produced by solid state diffusional transformations in elastically stressed binary alloys in two dimensions.
Micro-alloying was shown to raise the ordering temperature of the B2 phase over the corresponding binary alloy, in contrast with the effect of vacancies.
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