Public API

Miller(i, j, k)

Represent the Miller indices in the real space (crystal directions).

MillerBravais(i, j, k, l)

Represent the Miller–Bravais indices in the real space (crystal directions).

ReciprocalMiller(i, j, k)

Represent the Miller indices in the reciprocal space (planes).

ReciprocalMillerBravais(i, j, k, l)

Represent the Miller–Bravais indices in the reciprocal space (planes).

family(x::Union{Miller,MillerBravais,ReciprocalMiller,ReciprocalMillerBravais})

List the all the directions/planes that are equivalent to x by symmetry.

m_str(s)

Generate the Miller indices or Miller–Bravais indices quickly.

Examples

julia> m"[-1, 0, 1]"
3-element Miller:
 -1
  0
  1

julia> m"<2, -1, -1, 3>"
4-element MillerBravais:
  2
 -1
 -1
  3

julia> m"(-1, 0, 1)"
3-element ReciprocalMiller:
 -1
  0
  1

julia> m"(1, 0, -1, 0)"
4-element ReciprocalMillerBravais:
  1
  0
 -1
  0