Results are sketched which were obtained while attempting to understand some classical concepts of crystallography of lattices, in view of presenting a nonstandard viewpoint on the invariance of continuum constitutive equations for thermoelastic crystals capable of undergoing phase transitions and related phenomena like twinning and mircostructure formation
Contains fulltext : 33549.pdf (publisher's version ) (Closed access
The crystal lattice is never rigid. Due to temperature, external fields or pressure, the nuclei vibr...
As one of the most successful crystallographic theories for phase transformations, martensitic cryst...
Continuum Models for Phase Transitions and Twinning in Crystals presents the fundamentals of a remar...
A GENERAL time-independent constitutive framework is constructed for crystals capable of crystallogr...
Abstract—in the classical theory of elasticity, the elastic energy density is a function of certain ...
Thermodynamics is a well-established discipline of physics for properties of matter in thermal equil...
This article is concerned with the development of a discrete theory of crystal elasticity and disloc...
I discuss various mathematical constructions that combine together to provide a natural setting for ...
Phase transitions in which crystalline solids undergo structural changes present an interesting prob...
Neither International Tables for Crystallography (ITC) nor available crystal-lography textbooks stat...
Crystallization problem with symmetries of composite lattices in statistical crystal theory as bifur...
Geometrical theories such as those of Ehrenfest and von Laue about lambda transformations in solids ...
Crystals are paradigms of ordered structures. While order was once seen as synonymous with lattice p...
We find the geometrical symmetries of discrete structures which generalize the perfect lattices of c...
Contains fulltext : 33549.pdf (publisher's version ) (Closed access
The crystal lattice is never rigid. Due to temperature, external fields or pressure, the nuclei vibr...
As one of the most successful crystallographic theories for phase transformations, martensitic cryst...
Continuum Models for Phase Transitions and Twinning in Crystals presents the fundamentals of a remar...
A GENERAL time-independent constitutive framework is constructed for crystals capable of crystallogr...
Abstract—in the classical theory of elasticity, the elastic energy density is a function of certain ...
Thermodynamics is a well-established discipline of physics for properties of matter in thermal equil...
This article is concerned with the development of a discrete theory of crystal elasticity and disloc...
I discuss various mathematical constructions that combine together to provide a natural setting for ...
Phase transitions in which crystalline solids undergo structural changes present an interesting prob...
Neither International Tables for Crystallography (ITC) nor available crystal-lography textbooks stat...
Crystallization problem with symmetries of composite lattices in statistical crystal theory as bifur...
Geometrical theories such as those of Ehrenfest and von Laue about lambda transformations in solids ...
Crystals are paradigms of ordered structures. While order was once seen as synonymous with lattice p...
We find the geometrical symmetries of discrete structures which generalize the perfect lattices of c...
Contains fulltext : 33549.pdf (publisher's version ) (Closed access
The crystal lattice is never rigid. Due to temperature, external fields or pressure, the nuclei vibr...
As one of the most successful crystallographic theories for phase transformations, martensitic cryst...