A review, with 26 references, is given. This paper summarizes recent work on the physical properties of quasicrystals-dislocations, grain boundary structure, and structural phase transitions-in the context of random tiling or entropic models of quasicrystals. Several testable predictions are made on the basis of these models. These should provide decisive tests to settle the question whether the quasicrystal state is the decoration of a single perfect tiling or a statistical superposition stabilized by the large configurational entropy associated with phasons
This thesis describes two theoretical studies which may shed light on the problem of structural dete...
International audience2D and 3D quasicrystalline structures are derived from an energy minimization ...
We introduce an approach to computing the free energy of quasicrystals, which we use to calculate ph...
A review, with 26 references, is given. This paper summarizes recent work on the physical properties...
Restricted Access.Assuming an entropic origin for phason elasticity in quasicrystals, we derive pred...
Assuming an entropic origin for phason elasticity in quasicrystals, we derive predictions for the te...
Assuming an entropic origin for phason elasticity in quasicrystals, we derive predictions for the te...
Assuming an entropic origin for phason elasticity in quasicrystals, we derive predictions for the te...
This thesis describes two theoretical studies which are concerned with the formation and stability o...
This thesis describes two theoretical studies which are concerned with the formation and stability o...
We study the phase diagram of a two-dimensional random tiling model for quasicrystals. At proper con...
Quasicrystals are atomic structures that exhibit long-range quasiperiodic translational order and an...
Quasicrystals are atomic structures that exhibit long-range quasiperiodic translational order and an...
This thesis describes two theoretical studies which may shed light on the problem of structural dete...
We introduce an approach to computing the free energy of quasicrystals, which we use to calculate ph...
This thesis describes two theoretical studies which may shed light on the problem of structural dete...
International audience2D and 3D quasicrystalline structures are derived from an energy minimization ...
We introduce an approach to computing the free energy of quasicrystals, which we use to calculate ph...
A review, with 26 references, is given. This paper summarizes recent work on the physical properties...
Restricted Access.Assuming an entropic origin for phason elasticity in quasicrystals, we derive pred...
Assuming an entropic origin for phason elasticity in quasicrystals, we derive predictions for the te...
Assuming an entropic origin for phason elasticity in quasicrystals, we derive predictions for the te...
Assuming an entropic origin for phason elasticity in quasicrystals, we derive predictions for the te...
This thesis describes two theoretical studies which are concerned with the formation and stability o...
This thesis describes two theoretical studies which are concerned with the formation and stability o...
We study the phase diagram of a two-dimensional random tiling model for quasicrystals. At proper con...
Quasicrystals are atomic structures that exhibit long-range quasiperiodic translational order and an...
Quasicrystals are atomic structures that exhibit long-range quasiperiodic translational order and an...
This thesis describes two theoretical studies which may shed light on the problem of structural dete...
We introduce an approach to computing the free energy of quasicrystals, which we use to calculate ph...
This thesis describes two theoretical studies which may shed light on the problem of structural dete...
International audience2D and 3D quasicrystalline structures are derived from an energy minimization ...
We introduce an approach to computing the free energy of quasicrystals, which we use to calculate ph...