(11月15日9:00)报告1:Scale Invariance & Internal Lengths in Gradient Material Mechanics 报告2:Failure mechanism and damage characterization of ceramic coatings(因故更改)
A Laplacian-based internal length gradient (ILG) approach is used to consider stochasticity and multiphysics couplings for deformation processes at various scales. The interplay between deformation internal lengths (ILs) and ILs induced by thermal or diffusion fields is illustrated. Size-dependent thermomechanical and chemomechanical stability diagrams are obtained. Size-dependent serrated stress-strain curves are interpreted through combined gradient-stochastic models. When differential equations are not available for describing material behavior, a Tsallis non-extensive thermodynamic formulation is employed to characterize statistical properties. The extension of ILG to consider fractional derivatives and fractal media is explored. Three apparently different emerging research areas of current scientific/technological/biomedical interest are discussed: (i) Plastic instabilities and size effects in nanocrystalline (NC)/ultrafine grain (UFG) and bulk metallic glass (BMG) materials; (ii) Chemomechanical damage and size-dependent phase diagrams in energetic materials; (iii) Brain tissue and neural cell modeling.