s-net search

Glossary of terms

s-net name	e.g. sqc5432
Other name
Symmetry class
Space group
Vertex transitivity
Edge transitivity
Vertices per primitive unit cell
Vertex degree(s)
Coordination sequence	any subsequence separated by spaces e.g. 4 12 30
Shortest cycle

14646 records listed.

s-net name	Space group	Space group number	Symmetry class	Vertex degree(s)	Vertices per primitive unit cell	Transitivity (Vertex, Edge)
sqc12500	P4232	208	cubic	{9,4}	28	(2,5)
sqc12501	I213	199	cubic	{9,4,4}	28	(3,6)
sqc12502	P4232	208	cubic	{4,9}	28	(2,5)
sqc12503	F-43m	216	cubic	{4,8,6,3}	26	(4,5)
sqc12504	P4232	208	cubic	{4,8,6,3}	26	(4,5)
sqc12505	I213	199	cubic	{4,8,6,3}	26	(4,6)
sqc12506	P4232	208	cubic	{3,6,4,8}	28	(4,5)
sqc12507	P4232	208	cubic	{4,4,8,3}	28	(4,5)
sqc12508	I213	199	cubic	{6,8,3,6}	26	(4,6)
sqc12509	P4232	208	cubic	{6,8,3,6}	26	(4,5)
sqc12510	F-43m	216	cubic	{6,8,3,6}	26	(4,5)
sqc12511	F-43m	216	cubic	{7,4}	24	(2,5)
sqc12512	F-43m	216	cubic	{7,4}	24	(2,5)
sqc12513	I213	199	cubic	{7,4}	24	(2,6)
sqc12514	F-43m	216	cubic	{7,4}	24	(2,5)
sqc12515	P4232	208	cubic	{7,4}	24	(2,5)
sqc12516	I213	199	cubic	{7,4}	24	(2,6)
sqc12517	P4232	208	cubic	{7,4}	24	(2,5)
sqc12518	I213	199	cubic	{7,4}	24	(2,6)
sqc12519	P4232	208	cubic	{7,4}	24	(2,5)
sqc12520	P4232	208	cubic	{7,4}	24	(2,5)
sqc12521	F-43m	216	cubic	{6,4,3,3,3}	38	(5,5)
sqc12522	P4232	208	cubic	{6,5}	24	(2,5)
sqc12523	F-43m	216	cubic	{5,6}	24	(2,5)
sqc12524	P4232	208	cubic	{4,6,6,4}	28	(4,5)
sqc12525	P4232	208	cubic	{4,4,6,6}	28	(4,5)
sqc12526	P4232	208	cubic	{6,4,4,6}	28	(4,5)
sqc12527	I213	199	cubic	{6,4,3,3,3}	38	(5,6)
sqc12528	I213	199	cubic	{5,6}	24	(2,6)
sqc12529	P4232	208	cubic	{6,4,3,3,3}	38	(5,5)
sqc12530	P4232	208	cubic	{4,4,6,6}	28	(4,5)
sqc12531	P4232	208	cubic	{5,6}	24	(2,5)
sqc12532	F-43m	216	cubic	{4,3,6,4}	34	(4,5)
sqc12533	I213	199	cubic	{4,3,6,4}	34	(4,6)
sqc12534	P4232	208	cubic	{4,3,6,4}	34	(4,5)
sqc12535	P4232	208	cubic	{4,3,4,6}	34	(4,5)
sqc12536	P4232	208	cubic	{3,4,6,4}	34	(4,5)
sqc12537	I213	199	cubic	{5,3,3}	36	(3,6)
sqc12538	F-43m	216	cubic	{5,3}	36	(2,5)
sqc12539	I213	199	cubic	{5,3,3}	36	(3,6)
sqc12540	P4232	208	cubic	{5,3}	36	(2,5)
sqc12541	P4232	208	cubic	{3,5}	36	(2,5)
sqc12542	F-43m	216	cubic	{5,3}	36	(2,5)
sqc12543	F-43m	216	cubic	{5,3}	36	(2,5)
sqc12544	P4232	208	cubic	{3,5}	36	(2,5)
sqc12545	P4232	208	cubic	{3,5}	36	(2,5)
sqc12546	P4232	208	cubic	{5,3}	36	(2,5)
sqc12547	I213	199	cubic	{5,3,3}	36	(3,6)
sqc12548	I213	199	cubic	{5,3,3}	36	(3,6)
sqc12549	P4232	208	cubic	{5,3}	36	(2,5)
sqc12550	P4232	208	cubic	{5,3}	36	(2,5)
sqc12551	P4232	208	cubic	{5,3}	36	(2,5)
sqc12552	P4232	208	cubic	{5,3}	36	(2,5)
sqc12553	Im-3m	229	cubic	{5,3}	36	(2,5)
sqc12554	P4232	208	cubic	{3,5}	36	(2,5)
sqc12555	P4232	208	cubic	{4,4,3,4}	34	(4,5)
sqc12556	P4232	208	cubic	{4,3}	36	(2,5)
sqc12557	P4232	208	cubic	{3,4}	36	(2,5)
sqc12558	P4232	208	cubic	{4,3}	36	(2,5)
sqc12559	P4232	208	cubic	{3,4}	36	(2,5)
sqc12560	I213	199	cubic	{3,4,4}	36	(3,6)
sqc12561	Fm-3m	225	cubic	{3,4}	36	(2,4)
sqc12562	P4232	208	cubic	{4,3}	36	(2,5)
sqc12563	P4232	208	cubic	{3,4}	36	(2,5)
sqc12564	P4232	208	cubic	{3,4}	36	(2,5)
sqc12565	P4232	208	cubic	{3,4}	36	(2,5)
sqc12566	I213	199	cubic	{3,4,4}	36	(3,6)
sqc12567	P4232	208	cubic	{4,4,3,4}	36	(4,5)
sqc12568	Fm-3m	225	cubic	{3,4}	36	(2,4)
sqc12569	I213	199	cubic	{3,4,3,4,3}	38	(5,6)
sqc12570	F-43m	216	cubic	{3,4,3,4,3}	38	(5,5)
sqc12571	I213	199	cubic	{3,4,4,3,3}	38	(5,6)
sqc12572	F-43m	216	cubic	{3,4,4,3,3}	38	(5,5)
sqc12573	F-43m	216	cubic	{4,3,3,4,3}	38	(5,5)
sqc12574	I213	199	cubic	{4,3,3,4,3}	38	(5,6)
sqc12575	P4232	208	cubic	{3,4,3,4,3}	38	(5,5)
sqc12576	P4232	208	cubic	{4,3,3,4,3}	38	(5,5)
sqc12577	P4232	208	cubic	{3,4,4,3,3}	38	(5,5)
sqc12578	F-43m	216	cubic	{12,3}	30	(2,5)
sqc12579	I41/acd	142	tetragonal	{16,6,4}	20	(3,5)
sqc12580	I41/acd	142	tetragonal	{16,6,4}	20	(3,5)
sqc12581	I41/acd	142	tetragonal	{12,3,3}	36	(3,5)
sqc12582	I41/acd	142	tetragonal	{12,3,3}	36	(3,5)
sqc12583	I41/acd	142	tetragonal	{8,4,3}	36	(3,6)
sqc12584	I41/acd	142	tetragonal	{8,4,3}	36	(3,6)
sqc12585	I41/acd	142	tetragonal	{3,4,8}	36	(3,6)
sqc12586	I41/acd	142	tetragonal	{3,4,8}	36	(3,6)
sqc12587	I41/acd	142	tetragonal	{4,3,8}	36	(3,6)
sqc12588	I41/acd	142	tetragonal	{4,3,8}	36	(3,6)
sqc12589	I-43d	220	cubic	{3,12}	30	(2,3)
sqc12590	Pm-3n	223	cubic	{3,9}	32	(2,3)
sqc12591	I-43d	220	cubic	{16,4,3}	20	(3,3)
sqc12592	I-43d	220	cubic	{3,9}	32	(2,3)
sqc12593	I41/acd	142	tetragonal	{10,4}	24	(2,5)
sqc12594	Ia-3d	230	cubic	{12,4}	20	(2,2)
sqc12595	I-43d	220	cubic	{12,3}	30	(2,3)
sqc12596	P4232	208	cubic	{12,3}	30	(2,5)
sqc12597	Pm-3n	223	cubic	{3,12}	30	(2,3)
sqc12598	Pm-3n	223	cubic	{12,3}	30	(2,3)
sqc12599	Pm-3n	223	cubic	{16,4,3}	20	(3,3)