Practical hints and tips for solution of pseudo-merohedric twins: three case studies

Twinning by pseudo-merohedry is a common phenomenon in small-molecule crystallography. In cases where twin-component volume fractions are markedly different, structure solution is often no more difficult than for non-twinned structures of similar complexity. When twin-component volume fractions are...

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Main Author: S. R. Parkin
Format: Article
Language:English
Published: International Union of Crystallography 2021-05-01
Series:Acta Crystallographica Section E: Crystallographic Communications
Subjects:
Online Access:http://scripts.iucr.org/cgi-bin/paper?S205698902100342X
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author S. R. Parkin
author_facet S. R. Parkin
author_sort S. R. Parkin
collection DOAJ
description Twinning by pseudo-merohedry is a common phenomenon in small-molecule crystallography. In cases where twin-component volume fractions are markedly different, structure solution is often no more difficult than for non-twinned structures of similar complexity. When twin-component volume fractions are similar, however, structure solution can be much more of a problem. This paper presents hints and tips for such cases by means of three worked examples. The first example presents the most common (and simplest) case of a two-component pseudo-orthorhombic twin. The second example describes structure solution of a reticular threefold pseudo-hexagonal twin that benefits from use of an unconventional space-group setting. The third example covers structure solution of a reticular fourfold pseudo-tetragonal twin. All three structures are ultimately shown to be monoclinic crystals that twin as a consequence of unit-cell metrics that mimic those of higher symmetry crystal systems.
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spelling doaj.art-7e3f5fc404c14c7daff8f32a8bd4bc0c2022-12-21T17:25:51ZengInternational Union of CrystallographyActa Crystallographica Section E: Crystallographic Communications2056-98902021-05-0177545246510.1107/S205698902100342Xhb7973Practical hints and tips for solution of pseudo-merohedric twins: three case studiesS. R. Parkin0Department of Chemistry, University of Kentucky, Lexington, KY 40506, USATwinning by pseudo-merohedry is a common phenomenon in small-molecule crystallography. In cases where twin-component volume fractions are markedly different, structure solution is often no more difficult than for non-twinned structures of similar complexity. When twin-component volume fractions are similar, however, structure solution can be much more of a problem. This paper presents hints and tips for such cases by means of three worked examples. The first example presents the most common (and simplest) case of a two-component pseudo-orthorhombic twin. The second example describes structure solution of a reticular threefold pseudo-hexagonal twin that benefits from use of an unconventional space-group setting. The third example covers structure solution of a reticular fourfold pseudo-tetragonal twin. All three structures are ultimately shown to be monoclinic crystals that twin as a consequence of unit-cell metrics that mimic those of higher symmetry crystal systems.http://scripts.iucr.org/cgi-bin/paper?S205698902100342Xpseudo-merohedrypseudo-orthorhombicpseudo-tetragonalpseudo-hexagonalreticulartwinninghklf 5 format
spellingShingle S. R. Parkin
Practical hints and tips for solution of pseudo-merohedric twins: three case studies
Acta Crystallographica Section E: Crystallographic Communications
pseudo-merohedry
pseudo-orthorhombic
pseudo-tetragonal
pseudo-hexagonal
reticular
twinning
hklf 5 format
title Practical hints and tips for solution of pseudo-merohedric twins: three case studies
title_full Practical hints and tips for solution of pseudo-merohedric twins: three case studies
title_fullStr Practical hints and tips for solution of pseudo-merohedric twins: three case studies
title_full_unstemmed Practical hints and tips for solution of pseudo-merohedric twins: three case studies
title_short Practical hints and tips for solution of pseudo-merohedric twins: three case studies
title_sort practical hints and tips for solution of pseudo merohedric twins three case studies
topic pseudo-merohedry
pseudo-orthorhombic
pseudo-tetragonal
pseudo-hexagonal
reticular
twinning
hklf 5 format
url http://scripts.iucr.org/cgi-bin/paper?S205698902100342X
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