Continuous Media with Microstructure

SCIENTIFIC LIFE OF PROF. DR. KRZYSZTOF WILMA?SKI.- Curriculum Vitae of Prof. Dr. K.Wilma?ski.- Publications of Prof. Dr. K. Wilma?ski.- THERMODYNAMIC MODELING.- On Pore Fluid Pressure and Effective Solid Stress in the Mixture Theory of Porous Media.- An Extrapolation of Thermodynamics to Evolutionary Genetics.- Some Recent Results on Multi-temperature Mixture of Fluids.- EXTENSIONS OF CONSTITUTIVE LAWS.- Hypocontinua.- On Constitutive Choices for Smectic Elastomers.- A Note on the Representation of Cosserat Rotation.- Material Uniformity and the Concept of the Stress Space.- Coupled Nonlinear Thermoelastic Equations for an Orthotropic Beam with Thermal and Viscous Dissipation.- On the Mathematical Modelling of Functionally Graded Composites with a Determistinic Microstructure.- MICRO- AND NANOSCALE MECHANICS.- On the Derivation of Biological Tissue Models from Kinetic Models of Multicellular Growing Systems.- Instabilites in Arch Shaped MEMS.- Towards Poroelasticity of Fractal Materials.- The Maxwell Problem (Mathematical Aspects).- Continuum-Molecular Modeling of Nanostructured Materials.- WAVES.- Linear Wave Propagation in Unsaturated Rocks and Soils.- Explicit Solution Formulas for the Acoustic Diffraction Problem with a Slit in a Hard and a Soft Screen.- On the Stability of the Inversion of Measured Seismic Wave Velocities to Estimate Porosity in Fluid-Saturated Porous Media.- On Two Insufficiently Exploited Conservation Laws in Continuum Mechanics: Canonical Momentum and Action.- Waves and Dislocations.- PHASE TRANSITIONS.- Liquid-Solid Phase Transitions in a Deformable Container.- Composite Beams with Embedded Shape Memory Alloy.- Microstructures in the Ti50Ni50???x Pd x Alloys' Cubic-to-Orthorhombic Phase Transformation: A Proposed Energy Landscape.- GRANULAR MEDIA.- Analysis of Shear Banding with a Hypoplastic Constitutive Model for a Dry and Cohesionless Granular Material.- Principal Axes and Values of the Dispersion Coefficient in the 2D Axially Symmetric