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Commit fe3af47b authored by Antonio Manesco's avatar Antonio Manesco
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delete unused functions

parent 7a04263f
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...@@ -33,54 +33,4 @@ def graphene_extended_hubbard(): ...@@ -33,54 +33,4 @@ def graphene_extended_hubbard():
func_hop = nn_int, func_hop = nn_int,
) )
return bulk_graphene, syst_V return bulk_graphene, syst_V
\ No newline at end of file
def hubbard_2D(U, N_ks):
square = kwant.lattice.square(a=1, norbs=2)
# create bulk system
bulk_hubbard = kwant.Builder(kwant.TranslationalSymmetry(*square.prim_vecs))
bulk_hubbard[square.shape((lambda pos: True), (0, 0))] = 0 * np.eye(2)
# add hoppings between lattice points
bulk_hubbard[square.neighbors()] = -1
# use kwant wraparound to sample bulk k-space
wrapped_fsyst = kwant.wraparound.wraparound(bulk_hubbard).finalized()
# return a hamiltonian for a given kx, ky
@np.vectorize
def hamiltonian_return(kx, ky, params={}):
ham = wrapped_fsyst.hamiltonian_submatrix(params={**params, **dict(k_x=kx, k_y=ky)})
return ham
N_k_axis = np.linspace(0, 2 * np.pi, N_ks, endpoint=False)
hamiltonians_0 = np.array(
[[hamiltonian_return(kx, ky) for kx in N_k_axis] for ky in N_k_axis]
)
# onsite interactions
v_int = U * np.ones((2,2))
V = np.array([[v_int for i in range(N_ks)] for j in range(N_ks)])
return hamiltonians_0, V
def hubbard_1D(U, N_ks):
chain = kwant.lattice.chain(a=1, norbs=2)
# create bulk system
bulk_hubbard = kwant.Builder(kwant.TranslationalSymmetry(*chain.prim_vecs))
bulk_hubbard[chain.shape((lambda pos: True), (0,))] = 0 * s0
# add hoppings between lattice points
bulk_hubbard[chain.neighbors()] = -1
# return a hamiltonian for a given kx, ky
@np.vectorize
def hamiltonian_return(kx, params={}):
ham = wrapped_fsyst.hamiltonian_submatrix(params={**params, **dict(k_x=kx)})
return ham
N_k_axis = np.linspace(0, 2 * np.pi, N_ks, endpoint=False)
hamiltonians_0 = np.array(
[hamiltonian_return(kx) for kx in N_k_axis]
)
return hamiltonians_0, V
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