A diffuse-interface model for interfaces in multi-component systems with energetic contributions from chemistry, defects, structure, orientation, electrostatics and gradients is proposed.
Finally, as an application of the faceting model for interfaces, the theoretical cleavage energies for Σ3 GBs in Aluminum have been computed.
(submitted for publication)], the method is extended to the numerical approximation of a non-conservative hyperbolic multiphase flow model for interface computation and shock propagation into mixtures.
Thus,System Interface Architecture=Structured set of Sub-system Interfaces.We specify an abstract model for interface definition languages (IDLs) based on this idea and the idea that anInterface=Name+Imports+Body.A set of interfaces is a repository.
A new model for interface problems with capillary effects in compressible fluids is presented together with a specific numerical method to treat capillary flows and pressure waves propagation.
In this paper we extend the rate-independent, isotropic, isothermal interface friction model proposed by Anand (Anand, L., 1993. A constitutive model for interface friction. Computational Mechanics 12, 197 213) to a rate-dependent formulation.
In this article, a simple energy function, motivated by the two-dimensional faceting model for interface structures, is proposed for the free-surfaces and the Σ3 GBs in Aluminum.
Phase transitions of metallic multilayers induced by differences in interface energy are considered thermodynamically, based on a thermodynamic model for interface energy and the Goldschmidt premise for lattice contraction.
A constitutive model for interface debonding is proposed which is able to account for mixed-mode coupled debonding and plasticity, as well as further coupling between debonding and friction including post-delamination friction.
