@@ -235,10 +235,6 @@ def __init__(self, dyn0, T0, supercell = None, **kwargs):
235235 self .supercell_structure = super_struct
236236 self .itau = itau + 1
237237
238- # To avoid to recompute each time the same variables store something usefull here
239- self .q_start = np .zeros ( (self .N , Nsc * 3 ))
240- self .current_q = np .zeros ( (self .N , Nsc * 3 ))
241-
242238 self .q_opposite_index = None
243239
244240 # Store also the displacements
@@ -709,11 +705,6 @@ def load(self, data_dir, population, N, verbose = False, load_displacements = Tr
709705 self .rho = np .ones (self .N , dtype = np .float64 )
710706
711707
712- t1 = time .time ()
713- #self.q_start = CC.Manipulate.GetQ_vectors(self.structures, dyn_supercell, self.u_disps)
714- t2 = time .time ()
715- #self.current_q = self.q_start.copy()
716-
717708 p_count = np .sum (self .stress_computed .astype (int ))
718709 if p_count > 0 :
719710 self .has_stress = True
@@ -832,11 +823,6 @@ def load_from_calculator_output(self, directory, out_ext = ".pwo", timer=None):
832823
833824 self .rho = np .ones (self .N , dtype = np .float64 )
834825
835- t1 = time .time ()
836- # self.q_start = CC.Manipulate.GetQ_vectors(self.structures, dyn_supercell, self.u_disps)
837- t2 = time .time ()
838- # self.current_q = self.q_start.copy()
839-
840826 if count_stress == self .N :
841827 self .has_stress = True
842828 else :
@@ -1797,21 +1783,13 @@ def update_weights_fourier(self, new_dynamical_matrix, newT, timer=None):
17971783
17981784
17991785
1800- # Convert the q vectors in the Hartree units
1801- #old_q = self.q_start * np.sqrt(np.float64(2)) * __A_TO_BOHR__
1802- #new_q = self.current_q * np.sqrt(np.float64(2)) * __A_TO_BOHR__
1803-
1804-
1805- #t1 = time.time()
1806- #self.rho = SCHAModules.stochastic.get_gaussian_weight(new_q, old_q, new_a, old_a)
1807- #t2 = time.time()
1808-
18091786 if __DEBUG_RHO__ :
18101787 print ( " ==== [UPDATE RHO DEBUGGING] ==== " )
18111788 print ( " INPUT INFO: " )
18121789 np .savetxt ("rho_%05d.dat" % self .__debug_index__ , self .rho )
18131790 print ( " rho saved in " , "rho_%05d.dat" % self .__debug_index__ )
18141791
1792+
18151793 # Get the two covariance matrix
18161794 t1 = time .time ()
18171795 Y_qspace_new = julia .Main .get_upsilon_fourier (
@@ -2020,15 +1998,6 @@ def update_weights(self, new_dynamical_matrix, newT, update_q = False, timer=Non
20201998
20211999
20222000
2023- # Convert the q vectors in the Hartree units
2024- #old_q = self.q_start * np.sqrt(np.float64(2)) * __A_TO_BOHR__
2025- #new_q = self.current_q * np.sqrt(np.float64(2)) * __A_TO_BOHR__
2026-
2027-
2028- #t1 = time.time()
2029- #self.rho = SCHAModules.stochastic.get_gaussian_weight(new_q, old_q, new_a, old_a)
2030- #t2 = time.time()
2031-
20322001 if __DEBUG_RHO__ :
20332002 print ( " ==== [UPDATE RHO DEBUGGING] ==== " )
20342003 print ( " INPUT INFO: " )
@@ -3121,9 +3090,6 @@ def get_average_stress(self):
31213090
31223091# #n_modes = len(w)
31233092
3124- # # Convert the q vector into Ha units
3125- # q_new = np.array(self.current_q, dtype = np.float64) * np.sqrt(2) * __A_TO_BOHR__
3126-
31273093# # Get the ityp variable
31283094# #ityp = self.current_dyn.structure.get_atomic_types()
31293095
0 commit comments