From Wikipedia,
the free encyclopedia
In
crystallography, the
orthorhombic
crystal system is one of the 7
lattice
point groups. Orthorhombic
lattices result from
stretching a cubic lattice along
two of its lattice vectors by two
different factors, resulting in a
rectangular
prism with a rectangular base
(a by b, which is
different from a) and
height (c, which is
different from a and b).
The three lattice vectors remain
mutually
orthogonal.
There are four orthorhombic
Bravais lattices: simple
orthorhombic, base-centered
orthorhombic, body-centered
orthorhombic, and face-centered
orthorhombic.
| simple orthorhombic |
base-centered
orthorhombic |
body-centered
orthorhombic |
face-centered
orthorhombic |
 |
 |
 |
 |
The
point groups (or crystal
classes) that fall under this
crystal system are listed below,
followed by their representations
in international notation and
Schoenflies notation, and
mineral examples.
| name |
international |
Schoenflies |
example |
| orthorhombic bipyramidal |
 |
D2h |
sulfur |
| orthorhombic pyramidal |
2mm |
C2v |
|
| orthorhombic sphenoidal |
222 |
D2 |