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. 533

Table 3.4.4.4 

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 3.4.4.4| top | pdf |
Symmetries of non-ferroelastic domain twins and walls

[{\sf T}_{1j}][{\sf \overline{J}}_{1j} ]Classification
1 1 AI
1 [\underline{\bar1}] [{\rm A\underline{R}}]
[\underline2 ] [{\rm A\underline{R}}]
[2^{\star} ] [{\rm AR}^{\star}]
[m^{\star}] [{\rm AR}^{\star}]
[{\bar1}^\star] [{\bar1}^\star ] SI
[\underline2/m^{\star} ] SR
[2^{\star}/\underline{m} ] SR
[2 ] [2m^{\star}m^{\star} ] [{\rm AR}^{\star}]
[\underline2^{\star} ] [\underline2^{\star} ] SI
[\underline2^{\star}/m^{\star} ] SR
[2^{\star}\underline2^{\star}\underline2 ] SR
[\underline2^{\star}\underline{m}m^{\star} ] SR
m m AI
[\underline2/m ] [{\rm A\underline{R}}]
[2^{\star}mm^{\star} ] [{\rm AR}^{\star}]
[\underline{m}^{\star} ] [\underline{m}^{\star} ] SI
[2^{\star}/\underline{m}^{\star} ] SR
[\underline{m}^{\star}m^{\star}\underline2 ] SR
[\underline2^{\star}/m ] [\underline2^{\star}/m ] SI
[m\underline{m}m^{\star} ] SR
[2/\underline{m}^{\star} ] [2/\underline{m}^{\star} ] SI
[m^{\star}m^{\star}\underline{m}^{\star} ] SR
[4^{\star}/\underline{m}^{\star} ] SR
[2\underline2^{\star}\underline2^{\star} ] [2\underline2^{\star}\underline2^{\star} ] SI
[\underline{m}m^{\star}m^{\star} ] SR
[4^\star {\underline 2} {\underline 2}^\star ] SR
[\underline{\bar4}\underline2^{\star}m^{\star} ] SR
[\underline{m}^{\star}m\underline2^{\star} ] [\underline{m}^{\star}m\underline2^{\star} ] SI
[\underline{m}^{\star}mm^{\star}] SR
[mm\underline{m}^{\star} ] [mm\underline{m}^{\star} ] SI
[4^{\star}/\underline{m}^{\star}m^{\star}m ] SR
[4 ] [4m^{\star}m^{\star}] [{\rm AR}^{\star}]
[\underline{\bar4}^{\star} ] [\underline{\bar4}^{\star}\underline2m^{\star} ] SR
[4/\underline{m}^{\star} ] [4/\underline{m}^{\star} ] SI
[4/\underline{m}^{\star}m^{\star}m^{\star} ] SR
[4\underline2^{\star}\underline2^{\star} ] [4\underline2^{\star}\underline2^{\star} ] SI
[4/\underline{m}m^{\star}m^{\star} ] SR
[\underline{\bar4}^{\star}\underline2^{\star}m ] [4^{\star}/\underline{m}m^{\star}m] SR
[4/\underline{m}^{\star}mm ] [4/\underline{m}^{\star}mm ] SI
[3 ] [3m^{\star} ] [{\rm AR}^{\star}]
[6^{\star} ] [{\rm AR}^{\star}]
[\underline{\bar3}^{\star} ] [\underline{\bar3}^{\star} ] SI
[\underline{\bar3}^{\star} m^{\star} ] SR
[6^{\star}/\underline{m} ] SR
[3m ] [6^{\star}mm^{\star} ] [{\rm AR}^{\star}]
[3\underline2^{\star} ] [3\underline2^{\star} ] SI
[\underline{\bar3}m^{\star} ] SR
[6^{\star}\underline2\underline2^{\star} ] SR
[\underline{\bar6}\underline2^{\star}m^{\star} ] SR
[\underline{\bar3}^{\star}m ] [\underline{\bar3}^{\star}m ] SI
[6^{\star}/\underline{m}mm^{\star} ] SR
[6 ] [6m^{\star}m^{\star} ] [{\rm AR}^{\star}]
[\underline{\bar6}^{\star} ] [\underline{\bar6}^{\star} ] SI
[6^{\star}/\underline{m}^{\star} ] SR
[\underline{\bar6}^{\star}\underline2m^{\star} ] SR
[6/\underline{m}^{\star} ] [6/\underline{m}^{\star} ] SI
[6/\underline{m}^{\star}m^{\star}m^{\star} ] SR
[6\underline2^{\star}\underline2^{\star} ] [6\underline2^{\star}\underline2^{\star} ] SI
[6/\underline{m}m^{\star}m^{\star} ] SR
[\underline{\bar6}^{\star}m\underline2^{\star} ] [\underline{\bar6}^{\star}m\underline2^{\star} ] SI
[6^{\star}/\underline{m}^{\star}mm^{\star} ] SR
[6/\underline{m}^{\star}mm ] [6/\underline{m}^{\star}mm ] SI