Analyticity of thermo-elastic semigroups with coupled hinged/Neumann boundary conditions.
Analyticity of thermo-elastic semigroups with free boundary conditions
Anisotropic and dissipative finite elasto-plastic composite.
Anisotropic functions : a genericity result with crystallographic implications
In the 1950’s and 1960’s surface physicists/metallurgists such as Herring and Mullins applied ingenious thermodynamic arguments to explain a number of experimentally observed surface phenomena in crystals. These insights permitted the successful engineering of a large number of alloys, where the major mathematical novelty was that the surface response to external stress was anisotropic. By examining step/terrace (vicinal) surface defects it was discovered through lengthy and tedious experiments...
Anisotropic functions: a genericity result with crystallographic implications
In the 1950's and 1960's surface physicists/metallurgists such as Herring and Mullins applied ingenious thermodynamic arguments to explain a number of experimentally observed surface phenomena in crystals. These insights permitted the successful engineering of a large number of alloys, where the major mathematical novelty was that the surface response to external stress was anisotropic. By examining step/terrace (vicinal) surface defects it was discovered through lengthy and tedious experiments...
Anisotropic geometric functionals and gradient flows
We survey some recent results on the gradient flow of an anisotropic surface energy, the integrand of which is one-homogeneous in the normal vector. We discuss the reasons for assuming convexity of the anisotropy, and we review some known results in the smooth, mixed and crystalline case. In particular, we recall the notion of calibrability and the related facet-breaking phenomenon. Minimal barriers as weak solutions to the gradient flow in case of nonsmooth anisotropies are proposed. Furthermore,...
Anisotropic motion of a phase interface.
Another approach to vibration analysis of stepped structures.
Antioptimization of earthquake excitation and response.
Antiplane fracture analysis of a crack in a monlicnic composite.
Antiplane frictional contact of electro-viscoelastic cylinders.
Aposteriorní odhady chyby v metodě konečných prvků
Application de la flexion circulaire des lames élastiques au tracé des arcs de cercle
Application of analogues of general Kolosov-Muskhelishvili representations in the theory of elastic mixtures.
Application of Papkovitch functions to three-dimensional thermoelastic problems.
Application of singular integral equations in the boundary value problems of electroelasticity.
Application of the matrix algebra to contact problems in railways
Application of Vekua's dimension reduction method to cusped plates and bars.
Applications of a weighted symmetrization inequality to elastic membranes and plates.
Approssimazione di flussi a superficie libera mediante modelli di Boussinesq