Titlebook: Micromechanics of Contact and Interphase Layers; Stanisław Stupkiewicz Book 2007 Springer-Verlag Berlin Heidelberg 2007 Simulation.Transfo

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Boundary Layers Induced by Micro-Inhomogeneous Boundary Conditions, of asymptotic expansions is used to derive the equations of the corresponding macroscopic and microscopic boundary value problems for an elastic body in two dimensions. Three specific cases of micro-inhomogeneous boundary conditions are considered in detail: prescribed surface traction, prescribed

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Micromechanics of Boundary Layers,ogeneous fields along the surface, but to preserve the dependence of the averages on the distance from the surface. Several properties of such averages are derived. Finally, the analysis of the boundary layer induced in an elastic body by a sinusoidal fluctuation of surface traction is provided as a

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Finite Element Analysis of Contact Boundary Layers, modelling of contact boundary layers are first discussed. Next, two representative asperity interaction problems in elastic-plastic solids are studied. Attention is paid to the interaction of the inhomogeneous boundary layer fields with the macroscopic deformation and to the related effects on the

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Evolving Laminates in Shape Memory Alloys,by the nucleation and growth of parallel martensitic plates. The microstructure accompanying the transformation is thus that of an evolving rank-one laminate or of an evolving rank-two laminate if detwinning is additionally accounted for. Propagation of the phase transformation front is assumed to b

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Formation of Stress-Induced Martensitic Plates,ant of transformation is considered, i.e. the formation of infinitely thin martensite plates within the austenite matrix. The microstructure is obtained as a solution of a constrained minimization problem for load multiplier. In the case of internally faulted martensites, the additional free energy

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