Rationalization of the substructures derived from the three Fluorite-related [Li6(MVLi)N4] polymorphs: an analysis in terms of the "Barnighausen trees" and of the "extended Zintla-Klemm concept"

D Bevan, Raymond Martin, Angel Vegas

Research output: Chapter in Book/Report/Conference proceedingChapter (Book)Researchpeer-review

3 Citations (Scopus)

Abstract

Abstract The crystallographic, group and subgroup relationships are explored for mixed transition metal nitrides of the type: Li7MVN4. The hypothetical parent M8N4 should have the anti-fluorite structure with the space group Fm3m. However, the corresponding mixed-cation nitride [Li7V]N4 is actually tri-morphic comprising one tetragonal phase SG: P42/nmc (a) and two cubic phases with space groups: Pa3 (b) and P43n (g), respectively. These three polymorphs are clearly subgroups arising from lowering of symmetry of the parent space group, Fm3m. Further decomposition of the pathways (or Ba??arnighausen Trees) reveals a rich variety of compounds derived from the subgroups and supergroups of the anti-fluorite parent structure. The most important outcome is that all the structures analysed in this work, which derive from the parent Fm3m space group of fluorite, can be identified as partial substructures in the three phases of Li7VN4. All these substructures can be rationalized as pseudo-compounds by assuming the appropriate electron transfer between the atoms forming the nitride, following the extended Zintla??Klemm concept (EZKC) that implies charge transfer between atoms, even if they are of the same kind.
Original languageEnglish
Title of host publicationInorganic 3D Structures
EditorsA Vegas
Place of PublicationNew York USA
PublisherSpringer
Pages93 - 131
Number of pages39
ISBN (Print)9783642203404
DOIs
Publication statusPublished - 2011

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