eigTB code¶

class eigTB.eigTB(lat)[source]¶

Bases: object

Solve the Tight-Binding eigenvalue problem of a lattice defined using the class latticeTB.

Parameters:	lat – latticeTB class instance.

set_onsite(on)[source]¶

Set onsite energies.

Parameters:	on – Array. Sublattice onsite energies.

set_hop(ho)[source]¶

Set the lattice hoppings.

Parameters:	ho – Array (size $n$ ). nth first hopping values.

set_onsite_def(ind, on_def)[source]¶

Set specific onsite energies.

Parameters:	ind – Array. Site indices. on_def – Array. Onsite energy values.

set_hop_def(ind, hop_def)[source]¶

Set specific hoppings.

Parameters:	ind – Array. Hopping Indices, size $(2 imes N_{def})$ . on_def – Array. Onsite energy values.

set_disorder(alpha)[source]¶

Set a generic hopping disorder.

Parameters:	alpha – Stength of the disorder.

set_disorder_on(alpha)[source]¶

Set a generic disorder.

Parameters:	alpha – Stength of the disorder.

get_ham(compl_trans=False)[source]¶

Get the Tight-Binding Hamiltonian.

Parameters:	compl_trans – Default value False. Add complex transposed part to the Hamiltonian.

get_eig(eigenvec=False)[source]¶

Get the eigenergies, eigenvectors and polarisations of the Tight-Binding model for non-Hermitian Hamiltonians.

Parameters:	eigenvec – Default value False. Get the eigenvectors.

get_state_pola(pola_tag)[source]¶

Get the state with maximal polarization on one sublattice.

Parameters:	tag – Sublattice tag.
Returns:	intensity – Intensity of max polarized state on tag.

get_states_en(e_min, e_max)[source]¶

Get, if any, the intensity of the sum of the states between e_min and e_max.

Parameters:

Returns: