Density of states of a monatomic simple cubic crystal in the tight-binding approximation

The density of states was calculated by taking 4 × 106 random points in the first Brillouin zone, calculating the energy of the points, and plotting the distribution of the resulting energies. Since there are 2 states per atom, the integral of the density of states over the whole band should be 2.

D(E) [1/(eV atom)] 

E [eV]

ε =

[eV]

t =

[eV]

 atomic density =

[atoms/m³] 



The files used to generate the density of states are dosCubic.m, genKVectorsCubic.m, and plotDOS.m.

The tabulated density of states can be used to calculate the temperature dependence of thermodynamic quantities.