cubic (crystal system)

In crystallography, the cubic crystal system is the most symmetric of the 7 crystal systems. The system is composed of the three Bravais lattices whose symmetry group is that of a cube. The three Bravais lattices that form the cubic crystal system are: simple cubic>

body-centered cubic	face-centered cubic
Cubic, simple	Cubic, body-centered	Cubic, face-centered

The point groups that fall under this crystal system are listed below, followed by their representations in international notation and Schoenflies notation, and mineral examples. name>

olspan=2\|international	\|Schoenflies	example
exoctahedral	$\frac4m\overline{3}\frac2m$	or $m3m$	O_h	galena
yroidal	colspan=2\|432	\| O	cuprite
iploidal	$\frac2m \overline{3}$	or $m3$	T_h	pyrite
etrahedral	colspan=2\| $\overline{4}3m$	\|T_d	sphalerite
etartohedral	colspan=2\|23	T

See also: close-packing

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