def exitstep(self, fx, fx0, x, exitt, step):
""" Exits the simulation step. Computes time, checks for convergence. """
self.qtime += time.time()
#f = open('STEP', 'a+')
#print >>f, 'STEP %i' % step
#print >>f, 'Energy difference: %.1e, (condition: %.1e)' % (np.absolute((fx - fx0) / self.beads.natoms), self.tolerances["energy"] )
#print >>f, 'Maximum force component: %.1e, (condition: %.1e)' % (np.amax(np.absolute(self.forces.f+self.im.f)), self.tolerances["force"])
#print >>f, 'Maximum component step component: %.1e, (condition: %.1e)' % (x, self.tolerances["position"])
#print >>f, ' '
#f.close()
info(
' @Exit step: Energy difference: %.1e, (condition: %.1e)' %
(np.absolute(
(fx - fx0) / self.beads.natoms), self.tolerances["energy"]),
verbosity.low)
info(
' @Exit step: Maximum force component: %.1e, (condition: %.1e)' %
(np.amax(np.absolute(self.forces.f + self.im.f)),
self.tolerances["force"]), verbosity.low)
info(
' @Exit step: Maximum component step component: %.1e, (condition: %.1e)'
% (x, self.tolerances["position"]), verbosity.low)
if (np.absolute((fx - fx0) / self.beads.natoms) <= self.tolerances["energy"]) \
and ((np.amax(np.absolute(self.forces.f + self.im.f)) <= self.tolerances["force"]) or
(np.linalg.norm(self.forces.f.flatten() - self.old_f.flatten()) <= 1e-08)) \
and (x <= self.tolerances["position"]):
print_instanton_geo(self.prefix + '_FINAL', step,
self.im.dbeads.nbeads, self.im.dbeads.natoms,
self.im.dbeads.names, self.im.dbeads.q,
self.old_u, self.cell, self.energy_shift)
if self.hessian_final != 'true':
info("We are not going to compute the final hessian.",
verbosity.low)
info(
"Warning, The current hessian is not the real hessian is only an approximation .",
verbosity.low)
else:
info("We are going to compute the final hessian",
verbosity.low)
get_hessian(self.hessian, self.gm, self.im.dbeads.q)
print_instanton_hess(self.prefix + '_FINAL', step,
self.hessian)
exitt = True #If we just exit here, the last step (including the last hessian) will not be in the RESTART file
return exitt
def exitstep(self, d_x_max, step):
""" Exits the simulation step. Computes time, checks for convergence. """
self.qtime += time.time()
tolerances = self.options["tolerances"]
d_u = self.forces.pot - self.optarrays["old_u"].sum()
active_force = self.fix.get_active_vector(self.forces.f, 1) + self.im.f
fff = self.fix.get_active_vector(self.forces.f, 1) * (self.im.coef[1:] + self.im.coef[:-1]) / 2
active_force = fff + self.im.f
info(' @Exit step: Energy difference: {:4.2e}, (condition: {:4.2e})'.format(
np.absolute(d_u / self.im.dbeads.natoms), tolerances["energy"]), verbosity.low)
info(' @Exit step: Maximum force component: {:4.2e}, (condition: {:4.2e})'.format(
np.amax(np.absolute(active_force)), tolerances["force"]), verbosity.low)
info(' @Exit step: Maximum component step component: {:4.2e}, (condition: {:4.2e})'.format(
d_x_max, tolerances["position"]), verbosity.low)
if (np.absolute(d_u / self.im.dbeads.natoms) <= tolerances["energy"]) \
and ((np.amax(np.absolute(active_force)) <= tolerances["force"]) or
(np.linalg.norm(self.forces.f.flatten() - self.optarrays["old_f"].flatten()) <= 1e-08)) \
and (d_x_max <= tolerances["position"]):
print_instanton_geo(self.options["prefix"] + '_FINAL', step, self.beads.nbeads, self.beads.natoms,
self.beads.names, self.beads.q, self.forces.f, self.forces.pots, self.cell,
self.optarrays["energy_shift"], self.output_maker)
if self.options["hessian_final"] != 'true':
info("We are not going to compute the final hessian.", verbosity.low)
info("Warning, The current hessian is not the real hessian is only an approximation .", verbosity.low)
else:
info("We are going to compute the final hessian", verbosity.low)
active_hessian = get_hessian(self.gm, self.beads.q.copy(), self.beads.natoms, self.beads.nbeads, self.fixatoms)
self.optarrays["hessian"][:] = self.fix.get_full_vector(active_hessian, 2)
print_instanton_hess(self.options["prefix"] + '_FINAL', step, self.optarrays["hessian"], self.output_maker)
return True
# If we just exit here, the last step (including the last hessian) will not be in the RESTART file
return False
def exitstep(self, fx, fx0, x, exitt, step):
""" Exits the simulation step. Computes time, checks for convergence. """
self.qtime += time.time()
#f = open('STEP', 'a+')
#print >>f, 'STEP %i' % step
#print >>f, 'Energy difference: %.1e, (condition: %.1e)' % (np.absolute((fx - fx0) / self.beads.natoms), self.tolerances["energy"] )
#print >>f, 'Maximum force component: %.1e, (condition: %.1e)' % (np.amax(np.absolute(self.forces.f+self.im.f)), self.tolerances["force"])
#print >>f, 'Maximum component step component: %.1e, (condition: %.1e)' % (x, self.tolerances["position"])
#print >>f, ' '
# f.close()
info(' @Exit step: Energy difference: %.1e, (condition: %.1e)' % (np.absolute((fx - fx0) / self.beads.natoms), self.tolerances["energy"]), verbosity.low)
info(' @Exit step: Maximum force component: %.1e, (condition: %.1e)' % (np.amax(np.absolute(self.forces.f + self.im.f)), self.tolerances["force"]), verbosity.low)
info(' @Exit step: Maximum component step component: %.1e, (condition: %.1e)' % (x, self.tolerances["position"]), verbosity.low)
if (np.absolute((fx - fx0) / self.beads.natoms) <= self.tolerances["energy"]) \
and ((np.amax(np.absolute(self.forces.f + self.im.f)) <= self.tolerances["force"]) or
(np.linalg.norm(self.forces.f.flatten() - self.old_f.flatten()) <= 1e-08)) \
and (x <= self.tolerances["position"]):
print_instanton_geo(self.prefix + '_FINAL', step, self.im.dbeads.nbeads, self.im.dbeads.natoms, self.im.dbeads.names,
self.im.dbeads.q, self.old_u, self.cell, self.energy_shift, self.output_maker)
if self.hessian_final != 'true':
info("We are not going to compute the final hessian.", verbosity.low)
info("Warning, The current hessian is not the real hessian is only an approximation .", verbosity.low)
else:
info("We are going to compute the final hessian", verbosity.low)
get_hessian(self.hessian, self.gm, self.im.dbeads.q, self.output_maker)
print_instanton_hess(self.prefix + '_FINAL', step, self.hessian, self.output_maker)
exitt = True # If we just exit here, the last step (including the last hessian) will not be in the RESTART file
return exitt
def step(self, step=None):
""" Does one simulation time step."""
self.qtime = -time.time()
info("\n Instanton optimization STEP %d" % step, verbosity.low)
if step == 0:
info(" @GEOP: Initializing INSTANTON", verbosity.low)
if self.beads.nbeads == 1:
info(" @GEOP: Classical TS search", verbosity.low)
if self.hessian_init == 'true':
get_hessian(self.hessian, self.gm, self.beads.q)
else:
if ((self.beads.q - self.beads.q[0]) == 0).all(
): # If the coordinates in all the imaginary time slices are the same
info(
" @GEOP: We stretch the initial geometry with an 'amplitud' of %4.2f"
% self.delta, verbosity.low)
imvector = get_imvector(self.initial_hessian,
self.beads.m3[0].flatten())
for i in range(self.beads.nbeads):
self.beads.q[i, :] += self.delta * np.cos(
i * np.pi /
float(self.beads.nbeads - 1)) * imvector[:]
if self.hessian_init != 'true':
info(
" @GEOP: Hessian_init isn't true but we have stretched the polymer so we are going to compute the initial hessian anyway.",
verbosity.low)
self.hessian_init = 'true'
else:
info(
" @GEOP: Starting from the provided geometry in the extended phase space",
verbosity.low)
if not (self.initial_hessian is None):
raise ValueError(
" You have to provided a hessian with size (3xnatoms)^2 but also geometry in the extended phase space (nbeads>1). Please check the inputs\n"
)
if self.hessian_init == 'true':
info(" @GEOP: We are computing the initial hessian",
verbosity.low)
get_hessian(self.hessian, self.gm, self.beads.q)
# Update positions and forces
self.old_x[:] = self.beads.q
self.old_u[:] = self.forces.pots
self.old_f[:] = self.forces.f
if type(self.im.f) == type(None):
self.im(self.beads.q, ret=False) #Init instanton mapper
if (self.old_x == np.zeros((self.beads.nbeads, 3 * self.beads.natoms),
float)).all():
self.old_x[:] = self.beads.q
if self.exit:
softexit.trigger(
"Geometry optimization converged. Exiting simulation")
if len(self.fixatoms) > 0:
for dqb in self.old_f:
dqb[self.fixatoms * 3] = 0.0
dqb[self.fixatoms * 3 + 1] = 0.0
dqb[self.fixatoms * 3 + 2] = 0.0
# Do one step. Update hessian for the new position. Update the position and force inside the mapper.
Instanton(self.old_x, self.old_f, self.im.f, self.hessian,
self.hessian_update, self.hessian_asr, self.im, self.gm,
self.big_step, self.opt, self.mode)
# Update positions and forces
self.beads.q = self.gm.dbeads.q
self.forces.transfer_forces(
self.gm.dforces) # This forces the update of the forces
# Print current instanton geometry and hessian
if (self.save > 0 and np.mod(step, self.save) == 0) or self.exit:
print_instanton_geo(self.prefix, step, self.im.dbeads.nbeads,
self.im.dbeads.natoms, self.im.dbeads.names,
self.im.dbeads.q, self.old_u, self.cell,
self.energy_shift)
print_instanton_hess(self.prefix, step, self.hessian)
# Exit simulation step
d_x_max = np.amax(np.absolute(np.subtract(self.beads.q, self.old_x)))
self.exit = self.exitstep(self.forces.pot, self.old_u.sum(), d_x_max,
self.exit, step)
# Update positions and forces
self.old_x[:] = self.beads.q
self.old_u[:] = self.forces.pots
self.old_f[:] = self.forces.f
def print_hess(self, step):
if (self.options["save"] > 0 and np.mod(step, self.options["save"]) == 0) or self.exit:
print_instanton_hess(self.options["prefix"], step, self.optarrays["hessian"], self.output_maker)
def step(self, step=None):
""" Does one simulation time step."""
self.qtime = -time.time()
info("\n Instanton optimization STEP %d" % step, verbosity.low)
if step == 0:
info(" @GEOP: Initializing instanton", verbosity.low)
if self.beads.nbeads == 1:
info(" @GEOP: Classical TS search", verbosity.low)
if self.hessian_init == 'true':
get_hessian(self.hessian, self.gm, self.beads.q, self.output_maker)
else:
if ((self.beads.q - self.beads.q[0]) == 0).all(): # If the coordinates in all the imaginary time slices are the same
info(" @GEOP: We stretch the initial geometry with an 'amplitud' of %4.2f" % self.delta, verbosity.low)
imvector = get_imvector(self.initial_hessian, self.beads.m3[0].flatten())
for i in range(self.beads.nbeads):
self.beads.q[i, :] += self.delta * np.cos(i * np.pi / float(self.beads.nbeads - 1)) * imvector[:]
if self.hessian_init != 'true':
info(" @GEOP: Hessian_init isn't true but we have stretched the polymer so we are going to compute the initial hessian anyway.", verbosity.low)
self.hessian_init = 'true'
else:
info(" @GEOP: Starting from the provided geometry in the extended phase space", verbosity.low)
if not (self.initial_hessian is None):
raise ValueError(" You have to provided a hessian with size (3xnatoms)^2 but also geometry in the extended phase space (nbeads>1). Please check the inputs\n")
if self.hessian_init == 'true':
info(" @GEOP: We are computing the initial hessian", verbosity.low)
get_hessian(self.hessian, self.gm, self.beads.q, self.output_maker)
# Update positions and forces
self.old_x[:] = self.beads.q
self.old_u[:] = self.forces.pots
self.old_f[:] = self.forces.f
if type(self.im.f) == type(None):
self.im(self.beads.q, ret=False) # Init instanton mapper
if (self.old_x == np.zeros((self.beads.nbeads, 3 * self.beads.natoms), float)).all():
self.old_x[:] = self.beads.q
if self.exit:
softexit.trigger("Geometry optimization converged. Exiting simulation")
if len(self.fixatoms) > 0:
for dqb in self.old_f:
dqb[self.fixatoms * 3] = 0.0
dqb[self.fixatoms * 3 + 1] = 0.0
dqb[self.fixatoms * 3 + 2] = 0.0
# Do one step. Update hessian for the new position. Update the position and force inside the mapper.
Instanton(self.old_x, self.old_f, self.im.f, self.hessian, self.hessian_update, self.hessian_asr, self.im, self.gm, self.big_step, self.opt, self.mode, self.output_maker)
# Update positions and forces
self.beads.q = self.gm.dbeads.q
self.forces.transfer_forces(self.gm.dforces) # This forces the update of the forces
# Print current instanton geometry and hessian
if (self.save > 0 and np.mod(step, self.save) == 0) or self.exit:
print_instanton_geo(self.prefix, step, self.im.dbeads.nbeads, self.im.dbeads.natoms, self.im.dbeads.names,
self.im.dbeads.q, self.old_u, self.cell, self.energy_shift, self.output_maker)
print_instanton_hess(self.prefix, step, self.hessian, self.output_maker)
# Exit simulation step
d_x_max = np.amax(np.absolute(np.subtract(self.beads.q, self.old_x)))
self.exit = self.exitstep(self.forces.pot, self.old_u.sum(), d_x_max, self.exit, step)
# Update positions and forces
self.old_x[:] = self.beads.q
self.old_u[:] = self.forces.pots
self.old_f[:] = self.forces.f