Table 2.5.3.3

Goodman, P.

doi:10.1107/97809553602060000558

International
Tables for
Crystallography
Volume B
Reciprocal space
Edited by U. Shmueli

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International Tables for Crystallography (2006). Vol. B. ch. 2.5, p. 290 | 1 | 2 |

Table 2.5.3.3

P. Goodman^b ^‡

Table 2.5.3.3 | top | pdf |
Diffraction point-group tables , giving whole-pattern and central-beam pattern symmetries in terms of BESR diffraction-group symbols and diperiodic group symbols

I	II	III	IV	V
Whole pattern	Bright field (central beam)	BESR group	Diperiodic group (point group)	Cubic point groups
Whole pattern	Bright field (central beam)	BESR group	Diperiodic group (point group)	[100]	[110]
1	1	1	1
1	2	$[\underline{1}_{R}]$	m′
2	2	2	2
1	1	$[^{*}2_{R}]$	$[{\bar 1}^{\prime}]$
2	2	$[^{*}\underline{21}_{R}]$
1	m	$[m_{R}]$	2′		23
m	m	m	m
m	2mm	$[\underline{m1}_{R}]$	2′mm′		$[\bar{4}3m]$
2	2mm	$[2m_{R}m_{R}]$	2′2′2	23	432
2mm	2mm	2mm	mm2
m	m	$[^{*}2_{R}mm_{R}]$			m $[\bar{3}]$
2mm	2mm	$[^{*}\underline{2mm1}_{R}]$	mmm′	m $[\bar{3}]$	m $[\bar{3}]$ m
4	4	4	4
2	4	$[4_{R}]$	$[\bar{4}']$
4	4	$[^{*}\underline{41}_{R}]$
4	4mm	$[4m_{R}m_{R}]$		$[\bar{4}32]$
4mm	4mm	4mm	4mm
2mm	4mm	$[4_{R}mm_{R}]$	$[\bar{4}'m2']$	$[\bar{4}3m]$
4mm	4mm	$[^{*}\underline{4mm1}_{R}]$		m $[\bar{3}]$ m
3	3	3	3
3	6	$[\underline{31}_{R}]$	$[\bar{6}']$
3	3m	$[3m_{R}]$	32′
3m	3m	3m	3m
3m	6mm	$[\underline{3m1}_{R}]$	$[\bar{6}'m2']$
6	6	6	6
3	3	$[^{*}6_{R}]$	$[\bar{3}']$
6	6	$[^{*}\underline{61}_{R}]$
6	6mm	$[6m_{R}m_{R}]$
6mm	6mm	6mm	6mm
3m	3m	$[^{*}6_{R}mm_{R}]$	$[\bar{3}'m]$
6mm	6mm	$[^{*}\underline{6mm1}_{R}]$