Difference between revisions of "Lattice:AlB2"

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(Particle B: inner)
(Particle B: inner)
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====Particle B: inner====
 
====Particle B: inner====
* <math>\left(\frac{a}{3}+\frac{b}{6},\frac{\sqrt{3}b}{6},\frac{c}{2} \right), \, \left(\frac{2a}{3}+\frac{b}{3},\frac{\sqrt{3}b}{3},\frac{c}{2} \right),</math>
+
* <math>\left(\frac{a}{3}+\frac{b}{6},\frac{\sqrt{3}b}{6},\frac{c}{2} \right), \, \left(\frac{2a}{3}+\frac{b}{3},\frac{\sqrt{3}b}{3},\frac{c}{2} \right)</math>
  
 
===Examples===
 
===Examples===

Revision as of 10:18, 14 October 2014

AlB2 is a hexagonal lattice, with two distinct kinds of particles.

Symmetry

  • Crystal Family: Hexagonal
  • Space Group: P6/mmm, No. 191
  • Particles per unit cell:
    • 'inner' particles:
    • 'corner' particles:
  • Dimensionality:

Particle Positions (basis vectors)

There are 10 positions, with 3 particles in the unit cell

Particle A: corners

These are the corners of the hexagonal frame. There are 8 corner positions, which contributes a total of 1 particle.

Particle B: inner

These are the two inner particles.

Particle Positions (Cartesian coordinates)

Particle A: corners

Particle B: inner

Examples

Elemental

  • TBD

Atomic

Nano