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The European Physical Journal of Applied Physics
This article presents a group-theoretical investigation of an incommensurate magnetic structure in the case where the crystal structure is centrosymmetric while the structure vector k is not conserved by inversion. A first method starts with the conventional group-theoretical treatment taking into account the transformations which conserve k and then combines the solutions to obtain a centrosymmetric and real magnetization. A second method includes inversion in the group-theoretical treatment, for instance by introducing the complex conjugation operator and corepresentations. The general theory is applied to CeAl2 with the scope of improving the knowledge of its magnetic structure.
Credit: Schweizer, Villain, and Harris, A&A, vol. 38, 41-46, 2007, reproduced with permission from Astronomy & Astrophysics, © ESO
Schweizer, J., Villain, J., & Harris, A. (2007). Symmetry of Magnetic Structures: The Case of CeAl2. The European Physical Journal of Applied Physics, 38 (1), 41-46. http://dx.doi.org/10.1051/epjap:2007039
Date Posted: 13 October 2017
This document has been peer reviewed.