Wykaz publikacji wybranego autora

Maciej Chodyń, mgr inż.

doktorant

Wydział Fizyki i Informatyki Stosowanej
WFiIS-kfms, Katedra Fizyki Materii Skondensowanej


Identyfikatory Autora

ORCID: brak

ResearcherID: brak

Scopus: 56536972200




1
  • Application of the Generalized Penrose tiling to the structure refinement of $AlCuRh$ decagonal quasicrystal
2
  • Average Unit Cell for the Generalized Penrose Tiling
3
  • Diffraction pattern of quasicrystals with phononic and phasonic disorder - state of art
4
  • Foundations of the quasicrystalline structure description in the statistical approach
5
  • Generalized Penrose Tiling
6
  • Generalized Penrose Tiling as a model for decagonal quasicrystals' structure analysis
7
  • Generalized Penrose Tiling as a model for structure refinement of decagonal quasicrystals
8
  • Generalized Penrose Tiling as a model for structure refinement of decagonal quasicrystals
9
  • Generalized Penrose Tiling as a model for structure refinement of decagonal quasicrystals
10
  • Generalized Penrose Tiling as a model for structure refinement of decagonal quasicrystals
11
  • Generalized Penrose Tiling as a model for structure refinement of decagonal quasicrystals
12
  • Generalized Penrose tiling as a quasilattice for decagonal quasicrystals structure analysis
13
  • Gereralized penrose tiling as a model for structure refinement of decagonal quasicrystals
14
  • Refinement of AlCuRh decagonal quasicrystal using the generalized Penrose tiling
15
  • Statistical description of diffraction pattern of aperiodic crystals
16
  • Statistical description of diffraction patterns of quasicrystals
17
  • Structure factor for generalized Penrose Tiling
18
  • Structure factor for Generalized Penrose Tiling
19
  • Structure factor for Generalized Penrose Tiling
20
  • Structure factor for the generalized penrose tiling
21
  • Structure factor for the Generalized Penrose Tiling
22
  • Structure factor of arbitrarily decorated generalized penrose tiling
23
  • Structure factor of arbitrarily decorated generalized penrose tiling