International
Tables for
Crystallography
Volume D
Physical properties of crystals
Edited by A. Authier

International Tables for Crystallography (2013). Vol. D, ch. 3.4, p. 536

Table 3.4.4.6 

V. Janoveca* and J. Přívratskáb

aInstitute of Physics, Academy of Sciences of the Czech Republic, Na Slovance 2, CZ-18221 Prague 8, Czech Republic, and bDepartment of Mathematics and Didactics of Mathematics, Technical University of Liberec, Hálkova 6, 461 17 Liberec 1, Czech Republic
Correspondence e-mail:  janovec@fzu.cz

Table 3.4.4.6| top | pdf |
Symmetry properties of ferroelastic domain twins and compatible domain walls

[{\sf T}_{1j}][{\sf \overline{J}}_{1j} ]Classification[K_{1j}[F_1] ]
[1] [\underline2 ] V [{\rm A}\underline{\rm R}]   [4^{\star}[2]], [\bar4^{\star}[2]], [6[2]], [6/m[2]]
[1] [\underline2] V [{\rm A}\underline{\rm R}]  
[1] [2^{\star}] W [{\rm AR}^{\star}] [\Bigl\{] [2^{\star}[1]], [422[2]], [\bar42m[m]], [32[2]], [\bar3m[m]], [622[2]], [\bar6m2[m],] [432[222]], [m\bar3m[mm2]], [m\bar3m[2^{\star}_{xy}][mm2]]
[\underline2^{\star}] [\underline2^{\star}] V SI
[1] [2^{\star}] W [{\rm AR}^{\star}]   [23[3]], [432[4]], [432[3]], [m\bar3m[\bar4]]
[\underline2^{\star}] [\underline2^{\star}] W SI  
[1] [m^{\star}] V [{\rm AR}^{\star}] [\Bigl\{] [m^{\star}[1]], [4mm[m]], [\bar42m[2]], [3m[m]], [\bar3m[2]], [6mm[m]], [\bar6m2[2]], [\bar43m[mm2]], [m\bar3m[222]], [m\bar3m[m^{\star}_{xy}][m2m]]
[{\underline m}^{\star} ] [\underline m^{\star}] W SI
[1] [m^{\star}] W [{\rm AR}^{\star}]   [m\bar3[3]], [\bar43m[\bar4]], [\bar43m[3]], [m\bar3m[4] ]
[{\underline m}^{\star} ] [\underline m^{\star}] W SI  
[\underline2^{\star}] [2^{\star}\underline2^{\star}\underline2 ] W SR [\Bigl\{] [2^{\star}2^{\star}2[2]], [4^{\star}22^{\star}[222]], [\bar4^{\star}2^{\star}m[mm2] ], [622[222]], [6/mmm[mm2]], [432[422]], [432[32] ], [m\bar3m[\bar42m]]
[\underline2^{\star}] [\underline2^{\star}2^{\star}\underline2 ] W SR
[\underline2^{\star}] [\underline2^{\star}/m^{\star} ] V SR   [2^{\star}/m^{\star}[\bar1]], [4/mmm[2/m]], [\bar3m[2/m]], [6/mmm[2/m]], [m\bar3m[mmm]]
[\underline{m}^{\star} ] [2^{\star}/\underline{m}^{\star} ] W SR  
[\underline2^{\star}] [\underline2^{\star}/m^{\star} ] W SR   [m\bar3[\bar3]], [m\bar3m[4/m]], [m\bar3m[\bar3]]
[\underline{m}^{\star} ] [2^{\star}/\underline{m}^{\star} ] W SR  
[m ] m V AI   [4/m[m]], [\bar6[m]], [6/m[m]]
[m ] m V AI  
m [\underline{2}/m ] V [{\rm A}\underline{\rm R} ]   [4^{\star}/m[2/m]], [6/m[2/m] ]
[m ] [\underline{2}/m ] V [{\rm A}\underline{\rm R} ]  
[\underline{m}^{\star} ] [{m}^{\star}\underline{m}^{\star}\underline2 ] W SR [\Bigl\{] [m^{\star}m^{\star}2[2]], [4^{\star}mm^{\star}[mm2]], [\bar4^{\star}2m^{\star}[222] ], [6mm[mm2]], [6/mmm[222]], [\bar43m[\bar42m]], [m\bar3m[422]], [m\bar3m[32]]
[\underline{m}^{\star} ] [\underline{m}^{\star}m^{\star}\underline2 ] W SR
[m ] [m^{\star}2^{\star}m ] W [{\rm AR}^{\star}] [\Bigl\{] [m^{\star}2^{\star}m[m]], [4/mmm[2mm]], [\bar6m2[m2m]], [6/mmm [m2m]], [\bar43m[3m]], [m\bar3m[4mm]], [m\bar3m[\bar42m] ], [m\bar3m[3m]]
[\underline{m}^{\star}\underline2^{\star}m ] [\underline{m}^{\star}\underline2^{\star}m ] W SI
[\underline{m}^{\star}\underline2^{\star}m ] [\underline{m}^{\star}m^{\star}m ] W SR [\Bigl\{] [m^{\star}m^{\star}m[2/m] ], [4^{\star}/mmm^{\star}[mmm]], [6/mmm[mmm]], [m\bar3m[4/mmm] ], [m\bar3m[\bar3m]]
[\underline{2}^{\star}\underline{m}^{\star}m ] [m^{\star}\underline{m}^{\star}m ] W SR