Liste des groupes d'espace (3+1)D (trigonal, hexagonal)

Pour des raisons de taille, la liste des groupes d'espace (3+1)D de l'article groupe d'espace (4D) est scindée en quatre pages :

• liste des groupes d'espace (3+1)D (triclinique, monoclinique) ;
• liste des groupes d'espace (3+1)D (orthorhombique) ;
• liste des groupes d'espace (3+1)D (quadratique) ;
• liste des groupes d'espace (3+1)D (trigonal, hexagonal).

Cette page liste les groupes d'espace (3+1)D (trigonal, hexagonal).

Système trigonal
143.1	${\displaystyle P3\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	143.2	${\displaystyle P3\,(00\gamma )}$	143.3	${\displaystyle P3\,(00\gamma )t}$	144.1	${\displaystyle P3_{1}\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	144.2	${\displaystyle P3_{1}\,(00\gamma )}$
145.1	${\displaystyle P3_{2}\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	145.2	${\displaystyle P3_{2}\,(00\gamma )}$	146.1	${\displaystyle R3\,(00\gamma )}$	146.2	${\displaystyle R3\,(00\gamma )t}$	147.1	${\displaystyle P{\bar {3}}\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$
147.2	${\displaystyle P{\bar {3}}\,(00\gamma )}$	148.1	${\displaystyle R{\bar {3}}\,(00\gamma )}$	149.1	${\displaystyle P312\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	149.2	${\displaystyle P312\,(00\gamma )}$	149.3	${\displaystyle P312\,(00\gamma )t00}$
150.1	${\displaystyle P32_{1}\,(00\gamma )}$	150.2	${\displaystyle P32_{1}\,(00\gamma )t00}$	151.1	${\displaystyle P3_{1}12\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	151.2	${\displaystyle P3_{1}12\,(00\gamma )}$	152.1	${\displaystyle P3_{1}21\,(00\gamma )}$
153.1	${\displaystyle P3_{2}12\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	153.2	${\displaystyle P3_{2}12\,(00\gamma )}$	154.1	${\displaystyle P3_{2}21\,(00\gamma )}$	155.1	${\displaystyle R32\,(00\gamma )}$	155.2	${\displaystyle R32\,(00\gamma )t0}$
156.1	${\displaystyle P3m1\,(00\gamma )}$	156.2	${\displaystyle P3m1\,(00\gamma )0s0}$	157.1	${\displaystyle P31m\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	157.2	${\displaystyle P31m\,({\frac {1}{3}}{\frac {1}{3}}\gamma )00s}$	157.3	${\displaystyle P31m\,(00\gamma )}$
157.4	${\displaystyle P31m\,(00\gamma )00s}$	158.1	${\displaystyle P3c1\,(00\gamma )}$	159.1	${\displaystyle P31c\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	159.2	${\displaystyle P31c\,(00\gamma )}$	160.1	${\displaystyle R3m\,(00\gamma )}$
160.2	${\displaystyle R3m\,(00\gamma )0s}$	161.1	${\displaystyle R3c\,(00\gamma )}$	162.1	${\displaystyle P{\bar {3}}1m\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	162.2	${\displaystyle P{\bar {3}}1m\,({\frac {1}{3}}{\frac {1}{3}}\gamma )00s}$	162.3	${\displaystyle P{\bar {3}}1m\,(00\gamma )}$
162.4	${\displaystyle P{\bar {3}}1m\,(00\gamma )00s}$	163.1	${\displaystyle P{\bar {3}}1c\,({\frac {1}{3}}{\frac {1}{3}}\gamma )}$	163.2	${\displaystyle P{\bar {3}}1c\,(00\gamma )}$	164.1	${\displaystyle P{\bar {3}}m1\,(00\gamma )}$	164.2	${\displaystyle P{\bar {3}}m1\,(00\gamma )0s0}$
165.1	${\displaystyle P{\bar {3}}c1\,(00\gamma )}$	166.1	${\displaystyle R{\bar {3}}m\,(00\gamma )}$	166.2	${\displaystyle R{\bar {3}}m\,(00\gamma )0s}$	167.1	${\displaystyle R{\bar {3}}c\,(00\gamma )}$
Système hexagonal
168.1	${\displaystyle P6\,(00\gamma )}$	168.2	${\displaystyle P6\,(00\gamma )h}$	168.3	${\displaystyle P6\,(00\gamma )t}$	168.4	${\displaystyle P6\,(00\gamma )s}$	169.1	${\displaystyle P6_{1}\,(00\gamma )}$
170.1	${\displaystyle P6_{5}\,(00\gamma )}$	171.1	${\displaystyle P6_{2}\,(00\gamma )}$	171.2	${\displaystyle P6_{2}\,(00\gamma )h}$	172.1	${\displaystyle P6_{4}\,(00\gamma )}$	172.2	${\displaystyle P6_{4}\,(00\gamma )h}$
173.1	${\displaystyle P6_{3}\,(00\gamma )}$	173.2	${\displaystyle P6_{3}\,(00\gamma )h}$	174.1	${\displaystyle P{\bar {6}}\,(00\gamma )}$	175.1	${\displaystyle P6/m\,(00\gamma )}$	175.2	${\displaystyle P6/m\,(00\gamma )s0}$
176.1	${\displaystyle P6_{3}/m\,(00\gamma )}$	177.1	${\displaystyle P622\,(00\gamma )}$	177.2	${\displaystyle P622\,(00\gamma )h00}$	177.3	${\displaystyle P622\,(00\gamma )t00}$	177.4	${\displaystyle P622\,(00\gamma )s00}$
178.1	${\displaystyle P6_{1}22\,(00\gamma )}$	179.1	${\displaystyle P6_{5}22\,(00\gamma )}$	180.1	${\displaystyle P6_{2}22\,(00\gamma )}$	180.2	${\displaystyle P6_{2}22\,(00\gamma )h00}$	181.1	${\displaystyle P6_{4}22\,(00\gamma )}$
181.2	${\displaystyle P6_{4}22\,(00\gamma )h00}$	182.1	${\displaystyle P6_{3}22\,(00\gamma )}$	182.2	${\displaystyle P6_{3}22\,(00\gamma )h00}$	183.1	${\displaystyle P6mm\,(00\gamma )}$	183.2	${\displaystyle P6mm\,(00\gamma )ss0}$
183.3	${\displaystyle P6mm\,(00\gamma )0ss}$	183.4	${\displaystyle P6mm\,(00\gamma )s0s}$	184.1	${\displaystyle P6cc\,(00\gamma )}$	184.2	${\displaystyle P6cc\,(00\gamma )s0s}$	185.1	${\displaystyle P6_{3}cm\,(00\gamma )}$
185.2	${\displaystyle P6_{3}cm\,(00\gamma )0ss}$	186.1	${\displaystyle P6_{3}mc\,(00\gamma )}$	186.2	${\displaystyle P6_{3}mc\,(00\gamma )0ss}$	187.1	${\displaystyle P{\bar {6}}m2\,(00\gamma )}$	187.2	${\displaystyle P{\bar {6}}m2\,(00\gamma )0s0}$
188.1	${\displaystyle P{\bar {6}}c2\,(00\gamma )}$	189.1	${\displaystyle P{\bar {6}}2m\,(00\gamma )}$	189.2	${\displaystyle P{\bar {6}}2m\,(00\gamma )00s}$	190.1	${\displaystyle P{\bar {6}}2c\,(00\gamma )}$	191.1	${\displaystyle P6/mmm\,(00\gamma )}$
191.2	${\displaystyle P6/mmm\,(00\gamma )s0s0}$	191.3	${\displaystyle P6/mmm\,(00\gamma )00ss}$	191.4	${\displaystyle P6/mmm\,(00\gamma )s00s}$	192.1	${\displaystyle P6/mcc\,(00\gamma )}$	192.2	${\displaystyle P6/mcc\,(00\gamma )s00s}$
193.1	${\displaystyle P6/mcm\,(00\gamma )}$	193.2	${\displaystyle P6/mcm\,(00\gamma )00ss}$	194.1	${\displaystyle P6_{3}/mmc\,(00\gamma )}$	194.2	${\displaystyle P6_{3}/mmc\,(00\gamma )00ss}$