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MAGNDATA: A Collection of magnetic structures with portable cif-type files

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K2ReCl6 (#1.785)

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Magnetic structure with all atoms

Magnetic structure with only magnetic atoms


Reference: A. Bertin, T. Dey, D. Bruning, D. Gorkov, K. Jenni, A. Krause, P. Becker, L. Bohaty, D. Khomskii, V. Pomjakushin, L. Keller, M. Braden, T. Lorenz, PHYSICAL REVIEW B (2024) 109 094409
DOI: 10.1103/PhysRevB.109.094409
Atomic positions from: same reference

Parent space group (paramagnetic phase): P21/c (#14) (non-standard)
Transformation to a standard setting: (a,b,-a+c;0,0,0)
    [View matrix form]
Propagation vector: k1 (1/2, -1/2, 0)

Transition Temperature: 11.97(2) K
Experiment Temperature: 1.5 K

Lattice parameters of the magnetic unit cell:
13.72700 13.71420 9.77820 90.00 90.20 90.00
Transformation from parent structure: (2a,2b,c;0,0,0)
    [View matrix form]

BNS Magnetic Space Group: PS-1 (#2.7) (non-standard)
    [View symmetry operations]
Transformation to a standard setting: (c,-1/2a+1/2b,-2a+b+2c;0,0,0)
    [View matrix form]
Systematic absences for this Magnetic Space Group via

Magnetic Point Group: -11' (2.2.4)
    [View symmetry operations]
Symmetry-adapted form of material tensors via
Symmetry-adapted form of material tensors for domain-related equivalent structures via

Positions and magnetic moments of symmetry independent atoms:
From now on, magnetic atoms are in boldface and colored in red. Magnetic moments are expressed in units of μB

     [Show only magnetic atoms]                                             Use MVISUALIZE to:
     [Show all the atoms]
                                        

LabelAtom typexyzMultiplicitySymmetry constraints on MMxMyMz|M|
Re1_1Re0.000000.000000.000004mx,my,mz0.8-1.80.01.97
Re1_2Re0.250000.250000.500004mx,my,mz-0.81.80.01.97

    [Show all magnetic atoms in unit cell and their moment relations]



Active Irreps:                                           
Irrep decomposition via


labeldim. full irrepdim. small irrepdirectionactionnumber of modes
mD1+D2+ 2 2 general primary 6


Comments:
Comments (symmetry):

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