Table 3.4.4.6

Janovec, V.; Přívratská

doi:10.1107/97809553602060000645

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

pdf | chapter contents | chapter index | related articles

International Tables for Crystallography (2006). Vol. D. ch. 3.4, p. 498

Table 3.4.4.6

V. Janovec^a ^* and J. Přívratská^b

^a Department of Physics, Technical University of Liberec, Hálkova 6, 461 17 Liberec 1, 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		$[K_{1j}[F_1] ]$
	$[\underline2 ]$	V	$[{\rm A}\underline{\rm R}]$		$[4^{\star}[2]]$ , $[\bar4^{\star}[2]]$ , ,
	$[\underline2]$	V	$[{\rm A}\underline{\rm R}]$		$[4^{\star}[2]]$ , $[\bar4^{\star}[2]]$ , ,
	$[2^{\star}]$	W	$[{\rm AR}^{\star}]$	$[\Bigl\{]$	$[2^{\star}[1]]$ , , $[\bar42m[m]]$ , , $[\bar3m[m]]$ , , $[\bar6m2[m],]$ , $[m\bar3m[mm2]]$ , $[m\bar3m[2^{\star}_{xy}][mm2]]$
$[\underline2^{\star}]$	$[\underline2^{\star}]$	V	SI	$[\Bigl\{]$
	$[2^{\star}]$	W	$[{\rm AR}^{\star}]$		, , , $[m\bar3m[\bar4]]$
$[\underline2^{\star}]$	$[\underline2^{\star}]$	W	SI		, , , $[m\bar3m[\bar4]]$
	$[m^{\star}]$	V	$[{\rm AR}^{\star}]$	$[\Bigl\{]$	$[m^{\star}[1]]$ , , $[\bar42m[2]]$ , , $[\bar3m[2]]$ , , $[\bar6m2[2]]$ , $[\bar43m[mm2]]$ , $[m\bar3m[222]]$ , $[m\bar3m[m^{\star}_{xy}][m2m]]$
$[{\underline m}^{\star} ]$	$[\underline m^{\star}]$	W	SI	$[\Bigl\{]$
	$[m^{\star}]$	W	$[{\rm AR}^{\star}]$		$[m\bar3[3]]$ , $[\bar43m[\bar4]]$ , $[\bar43m[3]]$ , $[m\bar3m[4] ]$
$[{\underline m}^{\star} ]$	$[\underline2^{\star}]$	W	SI
$[\underline2^{\star}]$	$[2^{\star}\underline2^{\star}\underline2 ]$	W	SR	$[\Bigl\{]$	$[2^{\star}2^{\star}2[2]]$ , $[4^{\star}22^{\star}[222]]$ , $[\bar4^{\star}2^{\star}m[mm2] ]$ , , , , , $[m\bar3m[\bar42m]]$
$[\underline2^{\star}]$	$[\underline2^{\star}2^{\star}\underline2 ]$	W	SR	$[\Bigl\{]$
$[\underline2^{\star}]$	$[\underline2^{\star}/m^{\star} ]$	V	SR		$[2^{\star}/m^{\star}[\bar1]]$ , , $[\bar3m[2/m]]$ , , $[m\bar3m[mmm]]$
$[\underline{m}^{\star} ]$	$[2^{\star}/\underline{m}^{\star} ]$	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		$[m\bar3[\bar3]]$ , $[m\bar3m[4/m]]$ , $[m\bar3m[\bar3]]$
	m	V	AI		, $[\bar6[m]]$ ,
	m	V	AI		, $[\bar6[m]]$ ,
m	$[\underline{2}/m ]$	V	$[{\rm A}\underline{\rm R} ]$		$[4^{\star}/m[2/m]]$ ,
	$[\underline{2}/m ]$	V	$[{\rm A}\underline{\rm R} ]$		$[4^{\star}/m[2/m]]$ ,
$[\underline{m}^{\star} ]$	$[{m}^{\star}\underline{m}^{\star}\underline2 ]$	W	SR	$[\Bigl\{]$	$[m^{\star}m^{\star}2[2]]$ , $[4^{\star}mm^{\star}[mm2]]$ , $[\bar4^{\star}2m^{\star}[222] ]$ , , , $[\bar43m[\bar42m]]$ , $[m\bar3m[422]]$ , $[m\bar3m[32]]$
$[\underline{m}^{\star} ]$	$[\underline{m}^{\star}m^{\star}\underline2 ]$	W	SR	$[\Bigl\{]$
	$[m^{\star}2^{\star}m ]$	W	$[{\rm AR}^{\star}]$	$[\Bigl\{]$	$[m^{\star}2^{\star}m[m]]$ , , $[\bar6m2[m2m]]$ , , $[\bar43m[3m]]$ , $[m\bar3m[4mm]]$ , $[m\bar3m[\bar42m] ]$ , $[m\bar3m[3m]]$
$[\underline{m}^{\star}\underline2^{\star}m ]$	$[\underline{m}^{\star}\underline2^{\star}m ]$	W	SI	$[\Bigl\{]$
$[\underline{m}^{\star}\underline2^{\star}m ]$	$[\underline{m}^{\star}m^{\star}m ]$	W	SR	$[\Bigl\{]$	$[m^{\star}m^{\star}m[2/m] ]$ , $[4^{\star}/mmm^{\star}[mmm]]$ , , $[m\bar3m[4/mmm] ]$ , $[m\bar3m[\bar3m]]$
$[\underline{2}^{\star}\underline{m}^{\star}m ]$	$[m^{\star}\underline{m}^{\star}m ]$	W	SR	$[\Bigl\{]$