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On the systematics and description of polyions of linked polyhedra. / Krivovichev, S. V.; Filatov, S. K.; Semenova, T. F.

In: Zeitschrift fur Kristallographie, Vol. 212, No. 6, 01.12.1997, p. 411-417.

Research output: Contribution to journal › Article › peer-review

Harvard

Krivovichev, SV, Filatov, SK & Semenova, TF 1997, 'On the systematics and description of polyions of linked polyhedra', Zeitschrift fur Kristallographie, vol. 212, no. 6, pp. 411-417.

APA

Krivovichev, S. V., Filatov, S. K., & Semenova, T. F. (1997). On the systematics and description of polyions of linked polyhedra. Zeitschrift fur Kristallographie, 212(6), 411-417.

Vancouver

Krivovichev SV, Filatov SK, Semenova TF. On the systematics and description of polyions of linked polyhedra. Zeitschrift fur Kristallographie. 1997 Dec 1;212(6):411-417.

Author

Krivovichev, S. V. ; Filatov, S. K. ; Semenova, T. F. / On the systematics and description of polyions of linked polyhedra. In: Zeitschrift fur Kristallographie. 1997 ; Vol. 212, No. 6. pp. 411-417.

BibTeX

@article{5a94c1c300334d3c8bec6fcfe9a0657d,
title = "On the systematics and description of polyions of linked polyhedra",
abstract = "Systematics and description of polyions of both linked cation- and anion-centered polyhedra with face-, edge-, and corner-sharing are discussed. Some additions to the system introduced by Liebau (1985) for cation-centered polyions are proposed which take into account the property of linking. The concept of linkedness of the polyion, ML, and the scheme of its determination are offered. A new rule of selection of fundamental chains for layers and frameworks is proposed which also considers the property of linking. For the description of topological properties of polyhedra in the polyion a diagram of connectedness (on the base of Schlegel diagrams) and a formula of connectedness are used. For the distinction of polyhedra in the polyion the concept of topological equivalence by Wells (1970) is used and the concept of configurational equivalence is proposed. Some examples of polyions composed of anion-centered tetrahedra and polyions composed of cation-centered tetrahedra are given.",
author = "Krivovichev, {S. V.} and Filatov, {S. K.} and Semenova, {T. F.}",
year = "1997",
month = dec,
day = "1",
language = "English",
volume = "212",
pages = "411--417",
journal = "Zeitschfrift fur Kristallographie",
issn = "0044-2968",
publisher = "De Gruyter",
number = "6",

}

RIS

TY - JOUR

T1 - On the systematics and description of polyions of linked polyhedra

AU - Krivovichev, S. V.

AU - Filatov, S. K.

AU - Semenova, T. F.

PY - 1997/12/1

Y1 - 1997/12/1

N2 - Systematics and description of polyions of both linked cation- and anion-centered polyhedra with face-, edge-, and corner-sharing are discussed. Some additions to the system introduced by Liebau (1985) for cation-centered polyions are proposed which take into account the property of linking. The concept of linkedness of the polyion, ML, and the scheme of its determination are offered. A new rule of selection of fundamental chains for layers and frameworks is proposed which also considers the property of linking. For the description of topological properties of polyhedra in the polyion a diagram of connectedness (on the base of Schlegel diagrams) and a formula of connectedness are used. For the distinction of polyhedra in the polyion the concept of topological equivalence by Wells (1970) is used and the concept of configurational equivalence is proposed. Some examples of polyions composed of anion-centered tetrahedra and polyions composed of cation-centered tetrahedra are given.

AB - Systematics and description of polyions of both linked cation- and anion-centered polyhedra with face-, edge-, and corner-sharing are discussed. Some additions to the system introduced by Liebau (1985) for cation-centered polyions are proposed which take into account the property of linking. The concept of linkedness of the polyion, ML, and the scheme of its determination are offered. A new rule of selection of fundamental chains for layers and frameworks is proposed which also considers the property of linking. For the description of topological properties of polyhedra in the polyion a diagram of connectedness (on the base of Schlegel diagrams) and a formula of connectedness are used. For the distinction of polyhedra in the polyion the concept of topological equivalence by Wells (1970) is used and the concept of configurational equivalence is proposed. Some examples of polyions composed of anion-centered tetrahedra and polyions composed of cation-centered tetrahedra are given.

UR - http://www.scopus.com/inward/record.url?scp=0001465606&partnerID=8YFLogxK

M3 - Article

AN - SCOPUS:0001465606

VL - 212

SP - 411

EP - 417

JO - Zeitschfrift fur Kristallographie

JF - Zeitschfrift fur Kristallographie

SN - 0044-2968

IS - 6

ER -

ID: 50025947