- In
geometry and crystallography, a
Bravais lattice,
named after Auguste Bravais (1850), is an
infinite array of
discrete points generated by a set of discrete...
-
reduces the
number of
unique lattices to the 14
Bravais lattices. The
distribution of the 14
Bravais lattices into 7
lattice systems is
given in the following...
- work in crystallography, the
conception of
Bravais lattices, and the
formulation of
Bravais law.
Bravais also
studied magnetism, the
northern lights...
- for
lattice planes in
crystal (
Bravais) lattices. In particular, a
family of
lattice planes of a
given (direct)
Bravais lattice is
determined by three...
- angles),
while the
third pair
makes an
angle other than 90°. Two
monoclinic Bravais lattices exist: the
primitive monoclinic and the base-centered monoclinic...
- is not a
Bravais lattice, as
there are two
nonequivalent sets of
lattice points. Instead, it can be
constructed from the
hexagonal Bravais lattice by...
-
lattice vectors remain mutually orthogonal.
There are four
orthorhombic Bravais lattices:
primitive orthorhombic, base-centered orthorhombic, body-centered...
-
mineral examples.
There is only one
tetragonal Bravais lattice in two dimensions: the
square lattice.
Bravais lattices Crystal system Crystal structure Point...
-
along its prin****l axes. The
translation vectors define the
nodes of
Bravais lattice. The
lengths of prin****l axes/edges, of unit cell and
angles between...
-
fourteen three-dimensional
Bravais lattices are
represented using conventional primitive cells, as
shown below. The
other seven Bravais lattices (known as the...
