Symmetry Description of OD Crystal Structures in Group Theoretical Terms
OD structures of layers are the geometric models of a certain class of crystal structures – socalled polytypes – with local order and generally global disorder. The set of all partial and total symmetry operations of an OD structure does not form a space group, but a groupoid. Here a grouptheoreti... Full description
Journal Title:  Acta Applicandae Mathematica 1998, Vol.52(1), pp.261269 
Main Author:  Grell, Juliana 
Format:  Electronic Article 
Language: 
English 
Subjects:  
Quelle:  Springer Science & Business Media B.V. 
ID:  ISSN: 01678019 ; EISSN: 15729036 ; DOI: 10.1023/A:1005939931744 
Link:  http://dx.doi.org/10.1023/A:1005939931744 
Zum Text: 
SendSend as email
Add to Book BagAdd to Book Bag
Staff View
recordid:  springer_jour1005939931744 
title:  Symmetry Description of OD Crystal Structures in Group Theoretical Terms 
format:  Article 
creator: 

subjects: 

ispartof:  Acta Applicandae Mathematica, 1998, Vol.52(1), pp.261269 
description:  OD structures of layers are the geometric models of a certain class of crystal structures – socalled polytypes – with local order and generally global disorder. The set of all partial and total symmetry operations of an OD structure does not form a space group, but a groupoid. Here a grouptheoretical ansatz is made for an OD symmetry description showing the relation between the set of symmetry operations of an OD structure and some symmetry groups which is based on considerations of cosets and double cosets with respect to the symmetry groups of certain periodic parts of the structure. 
language:  eng 
source:  Springer Science & Business Media B.V. 
identifier:  ISSN: 01678019 ; EISSN: 15729036 ; DOI: 10.1023/A:1005939931744 
fulltext:  fulltext 
issn: 

url:  Link 
@attributes 
 
PrimoNMBib 
