def getDMcurve(
M): # return the normalized DM curve downsampled to M points
feature = '%s:%s' % ('DMbins', M)
if M == 0:
return np.array([])
if not feature in self.extracted_feature:
ddm = (self.dms.max() - self.dms.min()) / 2.
loDM, hiDM = (self.bestdm - ddm, self.bestdm + ddm)
loDM = max((0, loDM)) #make sure cut off at 0 DM
hiDM = max((ddm, hiDM)) #make sure cut off at 0 DM
N = 100
interp = False
sumprofs = self.profs.sum(0)
if not interp:
profs = sumprofs
else:
profs = np.zeros(np.shape(sumprofs), dtype='d')
DMs = psr_utils.span(loDM, hiDM, N)
chis = np.zeros(N, dtype='f')
subdelays_bins = self.subdelays_bins.copy()
for ii, DM in enumerate(DMs):
subdelays = psr_utils.delay_from_DM(DM, self.barysubfreqs)
hifreqdelay = subdelays[-1]
subdelays = subdelays - hifreqdelay
delaybins = subdelays * self.binspersec - subdelays_bins
if interp:
interp_factor = 16
for jj in range(self.nsub):
profs[jj] = psr_utils.interp_rotate(
sumprofs[jj],
delaybins[jj],
zoomfact=interp_factor)
# Note: Since the interpolation process slightly changes the values of the
# profs, we need to re-calculate the average profile value
avgprof = (profs / self.proflen).sum()
else:
new_subdelays_bins = np.floor(delaybins + 0.5)
for jj in range(self.nsub):
#profs[jj] = psr_utils.rotate(profs[jj], new_subdelays_bins[jj])
delay_bins = int(new_subdelays_bins[jj] %
len(profs[jj]))
if not delay_bins == 0:
profs[jj] = np.concatenate(
(profs[jj][delay_bins:],
profs[jj][:delay_bins]))
subdelays_bins += new_subdelays_bins
avgprof = self.avgprof
sumprof = profs.sum(0)
chis[ii] = self.calc_redchi2(prof=sumprof, avg=avgprof)
DMcurve = normalize(downsample(chis, M))
self.extracted_feature[feature] = DMcurve
return self.extracted_feature[feature]
def plot_chi2_vs_DM(self, loDM, hiDM, N=100, interp=0, device='/xwin'):
"""
plot_chi2_vs_DM(self, loDM, hiDM, N=100, interp=0, device='/xwin'):
Plot (and return) an array showing the reduced-chi^2 versus
DM (N DMs spanning loDM-hiDM). Use sinc_interpolation
if 'interp' is non-zero.
"""
# Sum the profiles in time
sumprofs = self.profs.sum(0)
if not interp:
profs = sumprofs
else:
profs = Num.zeros(Num.shape(sumprofs), dtype='d')
DMs = psr_utils.span(loDM, hiDM, N)
chis = Num.zeros(N, dtype='f')
subdelays_bins = self.subdelays_bins.copy()
for ii, DM in enumerate(DMs):
subdelays = psr_utils.delay_from_DM(DM, self.barysubfreqs)
hifreqdelay = subdelays[-1]
subdelays = subdelays - hifreqdelay
delaybins = subdelays * self.binspersec - subdelays_bins
if interp:
interp_factor = 16
for jj in range(self.nsub):
profs[jj] = psr_utils.interp_rotate(sumprofs[jj],
delaybins[jj],
zoomfact=interp_factor)
# Note: Since the interpolation process slightly changes the values of the
# profs, we need to re-calculate the average profile value
avgprof = (profs / self.proflen).sum()
else:
new_subdelays_bins = Num.floor(delaybins + 0.5)
for jj in range(self.nsub):
profs[jj] = psr_utils.rotate(profs[jj],
int(new_subdelays_bins[jj]))
subdelays_bins += new_subdelays_bins
avgprof = self.avgprof
sumprof = profs.sum(0)
chis[ii] = self.calc_redchi2(prof=sumprof, avg=avgprof)
# Now plot it
Pgplot.plotxy(chis,
DMs,
labx="DM",
laby=r"Reduced-\gx\u2\d",
device=device)
return (chis, DMs)
shapiro_measurable(R, S, MJD):
Return the predicted _measurable_ Shapiro delay (in us) for a
variety of barycentric MJDs, given the R and S parameters.
This is eqn 28 in Freire & Wex 2010 and is only valid in
the low eccentricity limit.
"""
ma, ea, ta = self.calc_anoms(MJD)
ws = self.calc_omega(MJD)
Phi = ma + ws
cbar = Num.sqrt(1.0 - S**2.0)
zeta = S / (1.0 + cbar)
h3 = R * zeta**3.0
sPhi = Num.sin(Phi)
delay = -2.0e6 * h3 * (
Num.log(1.0 + zeta * zeta - 2.0 * zeta * sPhi) / zeta**3.0 +
2.0 * sPhi / zeta**2.0 - Num.cos(2.0 * Phi) / zeta)
return delay
if __name__ == '__main__':
import presto.Pgplot as pg
# The following reproduces the RV plot in Hulse & Taylor, 1975
psrA = binary_psr("B1913+16.par")
T0 = 42320.933 # From Hulse & Taylor, 1975
times = psr_utils.span(0.0, psrA.par.PB, 1000) + T0
rv = psrA.radial_velocity(times)
pg.plotxy(rv, (times-T0)*24, \
labx="Hours since Periastron", laby="Radial Velocity (km.s)")
pg.closeplot()
def calc_features_from_pfd(pfd_filepath):
pfd_data = prepfold.pfd(str(pfd_filepath))
if pfd_filepath.parent.name == 'positive':
label = 1
elif pfd_filepath.parent.name == 'negative':
label = 0
else:
label = -1
# return (label, 0, 0, 0, 0, 0, 0, 0, 0, 0,
# np.empty(shape=(0,)), np.empty(shape=(0,0)),
# np.empty(shape=(0,0)), np.empty(shape=(0,)))
pfd_data.dedisperse()
#### As done in: prepfold.pfd.plot_sumprofs
profile = pfd_data.sumprof
profile = normalise_1d(profile)
####
profiles_sum_axis0 = pfd_data.profs.sum(0)
#### As done in: prepfold.pfd.plot_chi2_vs_DM
loDM = 0
hiDM = pfd_data.numdms
N = pfd_data.numdms
profs = profiles_sum_axis0.copy() # = pfd_data.profs.sum(0)
DMs = psr_utils.span(loDM, hiDM, N)
chis = np.zeros(N, dtype='f')
subdelays_bins = pfd_data.subdelays_bins.copy()
for ii, DM in enumerate(DMs):
subdelays = psr_utils.delay_from_DM(DM, pfd_data.barysubfreqs)
hifreqdelay = subdelays[-1]
subdelays = subdelays - hifreqdelay
delaybins = subdelays * pfd_data.binspersec - subdelays_bins
new_subdelays_bins = np.floor(delaybins + 0.5)
for jj in range(pfd_data.nsub):
profs[jj] = psr_utils.rotate(profs[jj],
int(new_subdelays_bins[jj]))
subdelays_bins += new_subdelays_bins
sumprof = profs.sum(0)
chis[ii] = pfd_data.calc_redchi2(prof=sumprof, avg=pfd_data.avgprof)
####
# best_dm = pfd_data.bestdm
# crop_radius = 100
# best_dm_index = np.searchsorted(DMs, best_dm) # Not accurate, but close.
# bloated_chis = np.insert(chis, N, np.full(crop_radius, chis[-1]))
# bloated_chis = np.insert(bloated_chis, 0, np.full(crop_radius, chis[0]))
# cropped_chis = bloated_chis[ best_dm_index : best_dm_index+2*crop_radius ]
# chis = cropped_chis
#### As done in: prepfold.pfd.plot_intervals
intervals = pfd_data.profs.sum(1)
intervals = normalise_2d_rowwise(intervals)
####
#### As done in: prepfold.pfd.plot_subbands
subbands = profiles_sum_axis0.copy() # = pfd_data.profs.sum(0)
subbands = normalise_2d_rowwise(subbands)
####
return label, profile, intervals, subbands, chis
