Abstract
A description of magnetic structures based on the use of representations of space groups is given. Representations of the space groups were established for each compound on the basis of experimental data by the method of projection operators. The compounds contained in the list are collected according to crystal systems, alphabetically within each system. The description of each compound consists of the four parts. The first part contain the chemical symbol of the compound, the second its space group. The next part contains the chemical symbol of the magnetic atom and its positions in Wychoff notation with the number of equivalent positions in the crystal unit cell. The main description of a compound magnetic structure is given in the fourth part. It contains: K vector defined in the reciprocal space, the representation according to which a magnetic structure is transformed and the axial vector function S which describes the magnetic structure.
Citation Formats
Sikora, W.
Description of symmetry of magnetic structures by representations of space groups. [Tables, projecton operator methods].
Poland: N. p.,
1974.
Web.
Sikora, W.
Description of symmetry of magnetic structures by representations of space groups. [Tables, projecton operator methods].
Poland.
Sikora, W.
1974.
"Description of symmetry of magnetic structures by representations of space groups. [Tables, projecton operator methods]."
Poland.
@misc{etde_7321756,
title = {Description of symmetry of magnetic structures by representations of space groups. [Tables, projecton operator methods]}
author = {Sikora, W}
abstractNote = {A description of magnetic structures based on the use of representations of space groups is given. Representations of the space groups were established for each compound on the basis of experimental data by the method of projection operators. The compounds contained in the list are collected according to crystal systems, alphabetically within each system. The description of each compound consists of the four parts. The first part contain the chemical symbol of the compound, the second its space group. The next part contains the chemical symbol of the magnetic atom and its positions in Wychoff notation with the number of equivalent positions in the crystal unit cell. The main description of a compound magnetic structure is given in the fourth part. It contains: K vector defined in the reciprocal space, the representation according to which a magnetic structure is transformed and the axial vector function S which describes the magnetic structure.}
place = {Poland}
year = {1974}
month = {Oct}
}
title = {Description of symmetry of magnetic structures by representations of space groups. [Tables, projecton operator methods]}
author = {Sikora, W}
abstractNote = {A description of magnetic structures based on the use of representations of space groups is given. Representations of the space groups were established for each compound on the basis of experimental data by the method of projection operators. The compounds contained in the list are collected according to crystal systems, alphabetically within each system. The description of each compound consists of the four parts. The first part contain the chemical symbol of the compound, the second its space group. The next part contains the chemical symbol of the magnetic atom and its positions in Wychoff notation with the number of equivalent positions in the crystal unit cell. The main description of a compound magnetic structure is given in the fourth part. It contains: K vector defined in the reciprocal space, the representation according to which a magnetic structure is transformed and the axial vector function S which describes the magnetic structure.}
place = {Poland}
year = {1974}
month = {Oct}
}