gftool.lattice.bcc¶
3D body-centered cubic (bcc) lattice.
The dispersion of the 3D body-centered cubic lattice is given by
\[ϵ_{k_x, k_y, k_z} = 8t \cos(k_x) \cos(k_y) \cos(k_z)\]
which takes values in \(ϵ_{k_x, k_y, k_z} ∈ [-8t, +8t] = [-D, +D]\).
- half_bandwidth
The half_bandwidth corresponds to a nearest neighbor hopping of t=D/8
API¶
Functions
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DOS of non-interacting 3D body-centered cubic lattice. |
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Calculate the m th moment of the body-centered cubic DOS. |
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Multi-precision DOS of non-interacting 3D body-centered lattice. |
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Local Green’s function of 3D body-centered cubic (bcc) lattice. |
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Hilbert transform of non-interacting DOS of the body-centered cubic lattice. |