La symétrie d'un quasi-cristal est considérée comme celle d'un cas particulier d'une phase cristalline incommensurable. Dans ce cadre, la définition du concept de quasi-cristal est discutée. Utilisant les mêmes techniques que pour les phases incommensurables, on peut calculer le facteur de structure et dériver les symétries possibles. En particulier les quasicristaux icosaédriques sont discutés.The symmetry of a quasi-crystal is considered to be that of a special case of an incommensurable crystal phase. In this context the definition of this notion of quasi-crystal is discussed. Using the same techniques as for incommensurate phases one can calculate the structure factor and derive the possible symmetries. In particular, icosahedral quasi-...
It is shown how the construction of “interwinning” elucidates the relationship between quasicrystals...
The regular deviations from the exact icosahedral symmetry, usually observed at the diffraction patt...
We develop a theory of quasiperiodic tilings and more general quasiperiodic patterns with long range...
Crystallographic concepts are extended to quasicrystalline structures and applied to icosahedral qua...
Recently Shechtman et al. (1) have reported a new phase in rapidly solidified Al-14at% Mn alloys. Th...
Recently Shechtman et al. (1) have reported a new phase in rapidly solidified Al-14at% Mn alloys. Th...
Quasicrystals are atomic structures that exhibit long-range quasiperiodic translational order and an...
Quasicrystals are solids whose atomic arrangements have symmetries that are forbidden for periodic c...
This is a resume of works carried out recently on the structure of icosahedral quasicrystal. Part I ...
This review volume provides the most up-to-date and authoritative description of research on icosahe...
The crystallography of icosahedral crystals is constructed. The actual three-dimensional crystal is ...
Quasicrystalline phases have been discovered in numerous alloy systems. This paper gives a short int...
AbstractA summary is presented of the arguments indicating that the so-called icosahedral and decago...
Taking a cut/section of a hyper lattice has proved a very elegant method of investigating the struct...
Many interesting developments have taken place in the area of quasicrystals after the discovery of t...
It is shown how the construction of “interwinning” elucidates the relationship between quasicrystals...
The regular deviations from the exact icosahedral symmetry, usually observed at the diffraction patt...
We develop a theory of quasiperiodic tilings and more general quasiperiodic patterns with long range...
Crystallographic concepts are extended to quasicrystalline structures and applied to icosahedral qua...
Recently Shechtman et al. (1) have reported a new phase in rapidly solidified Al-14at% Mn alloys. Th...
Recently Shechtman et al. (1) have reported a new phase in rapidly solidified Al-14at% Mn alloys. Th...
Quasicrystals are atomic structures that exhibit long-range quasiperiodic translational order and an...
Quasicrystals are solids whose atomic arrangements have symmetries that are forbidden for periodic c...
This is a resume of works carried out recently on the structure of icosahedral quasicrystal. Part I ...
This review volume provides the most up-to-date and authoritative description of research on icosahe...
The crystallography of icosahedral crystals is constructed. The actual three-dimensional crystal is ...
Quasicrystalline phases have been discovered in numerous alloy systems. This paper gives a short int...
AbstractA summary is presented of the arguments indicating that the so-called icosahedral and decago...
Taking a cut/section of a hyper lattice has proved a very elegant method of investigating the struct...
Many interesting developments have taken place in the area of quasicrystals after the discovery of t...
It is shown how the construction of “interwinning” elucidates the relationship between quasicrystals...
The regular deviations from the exact icosahedral symmetry, usually observed at the diffraction patt...
We develop a theory of quasiperiodic tilings and more general quasiperiodic patterns with long range...