def lunar_phase(self, date=None):
# phase is a fraction 0.0 -> 1.0
# radius is visual radius in arcseconds
# direction is Waxing or Waning
# name is Gibbous or Crescent
lunar_names = [['Waxing', 'Crescent'], ['Waxing', 'Gibbous'],
['Waning', 'Gibbous'], ['Waning', 'Crescent']]
if date is None:
date = datetime.datetime.utcnow()
here = ephem.Observer()
here.lat = self.lat
here.lon = self.lon
here.date = date
self.moon.compute(here)
self.sun.compute(here)
# lunar name computation from
# https://stackoverflow.com/questions/26702144/human-readable-names-for-phases-of-the-moon-with-pyephem
sunlon = ephem.Ecliptic(self.sun).lon
moonlon = ephem.Ecliptic(self.moon).lon
tau = 2.0 * ephem.pi
angle = (moonlon - sunlon) % tau
quarter = int(angle * 4.0 // tau)
###
return {
"phase": self.moon.moon_phase,
"radius": self.moon.radius,
'direction': lunar_names[quarter][0],
'name': lunar_names[quarter][1],
"sunmoon_angle": angle
}
def moon_phase(when):
tau = 2 * ephem.pi
waxing = [
"N", "O", "P", "Q", "R", "S", "T", "U", "V", "W", "X", "Y", "Z", "0"
]
waning = [
"0", "A", "B", "C", "D", "E", "F", "G", "H", "I", "J", "K", "L", "M"
]
waning.reverse()
sun = ephem.Sun()
moon = ephem.Moon()
names = [
'Waxing Crescent', 'Waxing Gibbous', 'Waning Gibbous',
'Waning Crescent'
]
sun.compute(when)
moon.compute(when)
sunlon = ephem.Ecliptic(sun).lon
moonlon = ephem.Ecliptic(moon).lon
angle = (moonlon - sunlon) % tau
quarter = int(angle * 4.0 // tau)
if quarter <= 1:
letter = waxing[int(moon.moon_phase * 14)]
else:
letter = waning[int(moon.moon_phase * 14)]
return (moon.moon_phase * 100, names[quarter], letter)
def _run(self, simData, cols_present=False):
if cols_present:
# Column already present in data; assume it is correct and does not need recalculating.
return simData
for i in np.arange(simData.size):
if self.degrees:
coord = ephem.Equatorial(np.radians(simData[self.raCol][i]),
np.radians(simData[self.decCol][i]),
epoch=2000)
else:
coord = ephem.Equatorial(simData[self.raCol][i],
simData[self.decCol][i],
epoch=2000)
ecl = ephem.Ecliptic(coord)
simData['eclipLat'][i] = ecl.lat
if self.subtractSunLon:
djd = mjd2djd(simData[self.mjdCol][i])
sun = ephem.Sun(djd)
sunEcl = ephem.Ecliptic(sun)
lon = wrapRA(ecl.lon - sunEcl.lon)
simData['eclipLon'][i] = lon
else:
simData['eclipLon'][i] = ecl.lon
if self.degrees:
simData['eclipLon'] = np.degrees(simData['eclipLon'])
simData['eclipLat'] = np.degrees(simData['eclipLat'])
return simData
def add_EP():
ec = ephem.Ecliptic(0, 90. / degrad, epoch=2000)
eq = ephem.Equatorial(ec, epoch=2000)
add_point(float(eq.ra),
float(eq.dec),
flipRA=1,
color='b',
label="NEP/SEP",
symb='s')
ec = ephem.Ecliptic(0, -90. / degrad, epoch=2000)
eq = ephem.Equatorial(ec, epoch=2000)
add_point(float(eq.ra), float(eq.dec), flipRA=1, color='b', symb='s')
def helio_lat_lng(ra=0, dec=0, jd=0, fits=None):
import ephem
import cPickle as pickle
#hjd, hra, hdec = np.loadtxt('/Users/brammer/WFC3/Backgrounds/Synphot/sun_coords.dat', unpack=True)
fp = open('%s/sun_coords.pkl' % (datapath()), 'rb')
hjd = pickle.load(fp)
hra = pickle.load(fp)
hdec = pickle.load(fp)
fp.close()
ra_sun = np.interp(jd, hjd, hra)
dec_sun = np.interp(jd, hjd, hdec)
if fits is not None:
head = pyfits.getheader(fits, ext=0)
ra, dec, jd = head['RA_TARG'], head['DEC_TARG'], head['EXPSTART']
#return dec-sun_dec, ra-sun_ra
#ra, dec = 34.440618, -5.1721396
eq = icrs(ra=ra, dec=dec, unit=(u.deg, u.deg))
try:
eq.ra.format = eq.ra.to_string
eq.dec.format = eq.dec.to_string
except:
pass
equat = ephem.Equatorial(str(eq.ra.format(sep=':', unit=u.hour)),
str(eq.dec.format(sep=':', unit=u.deg)),
epoch=ephem.J2000)
eclip_obs = ephem.Ecliptic(equat)
eq = icrs(ra=ra_sun, dec=dec_sun, unit=(u.deg, u.deg))
try:
eq.ra.format = eq.ra.to_string
eq.dec.format = eq.dec.to_string
except:
pass
equat = ephem.Equatorial(str(eq.ra.format(sep=':', unit=u.hour)),
str(eq.dec.format(sep=':', unit=u.deg)),
epoch=ephem.J2000)
eclip_sun = ephem.Ecliptic(equat)
#dlon = (eclip_obs.lon-eclip_sun.lon)/np.pi*180
#print np.array([eclip_obs.lat, eclip_obs.lon, eclip_sun.lat, eclip_sun.lon])/np.pi*180
dlon = ((eclip_obs.lon - eclip_sun.lon) / np.pi * 180 + 180) % 360 - 180
return (eclip_obs.lat - eclip_sun.lat) / np.pi * 180, dlon
def SolarLongitube(JD):
date = ephem.Date(JD - 2415020)
s = ephem.Sun(date) # date应为UT时间
sa = ephem.Equatorial(s.ra, s.dec, epoch=date)
se = ephem.Ecliptic(sa)
L = se.lon / ephem.degree / 180 * math.pi
return L
def SignCalculatiton(year, month, day, hour, minute=0, second=0, GMT=8):
date = datetime.datetime(year, month, day, hour, minute, second)
date -= datetime.timedelta(hours=GMT)
Moon.compute(date)
longitude = ephem.Ecliptic(Moon, epoch=str(date.year)).lon
index = int(longitude//(math.pi/6))
return Constellations[index][1]
def coordinate_transform(self, coordinates: tuple, system_and_date: tuple):
"""
Transform coordinates from other systems to celestial coordinates
Args:
coordinates (tuple):
system_and_date (tuple):
Returns:
"""
position = np.radians(coordinates) # Convert coordinates from degrees to radians
if system_and_date[1] == "Now":
epoch = self.current_time() # Get the current time and date as the epoch
else:
epoch = system_and_date[1]
self.observer.date = epoch
if system_and_date[0] == "Horizontal":
converted_ra, converted_dec = np.degrees(self.observer.radec_of(position[1], position[0]))
elif system_and_date[0] == "Galactic":
galactic_posit = ephem.Galactic(position[1], position[0], epoch=epoch)
converted_ra, converted_dec = np.degrees(galactic_posit.to_radec()) # Convert from Galactic
elif system_and_date[0] == "Ecliptic":
ecliptic_position = ephem.Ecliptic(position[1], position[0], epoch=epoch)
converted_ra, converted_dec = np.degrees(ecliptic_position.to_radec()) # Convert from Ecliptic coordinates
else:
converted_ra, converted_dec = coordinates
return converted_ra, converted_dec # Return the coordinate tuple
def _run(self, simData):
for i in np.arange(simData.size):
coord = ephem.Equatorial(simData[self.raCol][i],
simData[self.decCol][i],
epoch=2000)
ecl = ephem.Ecliptic(coord)
simData['eclipLat'][i] = ecl.lat
if self.subtractSunLon:
djd = mjd2djd(simData[self.mjdCol][i])
sun = ephem.Sun(djd)
sunEcl = ephem.Ecliptic(sun)
lon = wrapRA(ecl.lon - sunEcl.lon)
simData['eclipLon'][i] = lon
else:
simData['eclipLon'][i] = ecl.lon
return simData
def extract(self):
if not self.active:
return default
ret = default
## do some tests on the data
try:
if self.ra < 0.0 or self.ra >= 360.0:
ret.update({'ra': None})
else:
ret.update({'ra': ephem.degrees(str(self.ra))})
except:
ret.update({'ra': None})
try:
if self.dec < -90.0 or self.dec > 90.0:
ret.update({'dec': None})
else:
ret.update({'dec': ephem.degrees(str(self.dec))})
except:
ret.update({'dec': None})
if ret['dec'] is not None and ret['ra'] is not None:
np = ephem.Equatorial(ret['ra'], ret['dec'], epoch='2000')
else:
return ret
g = ephem.Galactic(np)
e = ephem.Ecliptic(np)
ret = {'galb': rad2deg*float(g.lat), 'gall': rad2deg*float(g.long), \
'ecb': rad2deg*float(e.lat), 'ecl': rad2deg*float(e.long), \
'ra': rad2deg*float(np.ra), 'dec': rad2deg*float(np.dec)}
return ret
def testcrdsys(self):
"""Test coordinate conversions for accuracy"""
eq_ec_ga = [
[ ('19:59:28.3566','40:44:02.096'),
('317.7054323','59.3254895'),
('76.1898379','5.7554756')],
[ ('12:30:49.4233','12:23:28.043'),
('182.0592608','14.4166861'),
('283.7777978','74.4911308')],
[ ('13:25:27.6152','-43:01:08.805'),
('217.1433477','-31.3319020'),
('309.5158743','19.4173247')]]
for eq,ec,ga in eq_ec_ga:
eq_ec = a.coord.convert(eq,'eq','ec')
eq_ga = a.coord.convert(eq,'eq','ga')
ec_eq = a.coord.convert(ec,'ec','eq')
ec_ga = a.coord.convert(ec,'ec','ga')
ga_eq = a.coord.convert(ga,'ga','eq')
ga_ec = a.coord.convert(ga,'ga','ec')
eq_ck = e.Equatorial(eq[0], eq[1], epoch=e.J2000).get()
ec_ck = e.Ecliptic(ec[0], ec[1], epoch=e.J2000).get()
ga_ck = e.Galactic(ga[0], ga[1], epoch=e.J2000).get()
self.assertAlmostEqual(eq_ec[0], ec_ck[0], 4)
self.assertAlmostEqual(eq_ec[1], ec_ck[1], 4)
self.assertAlmostEqual(eq_ga[0], ga_ck[0], 4)
self.assertAlmostEqual(eq_ga[1], ga_ck[1], 4)
self.assertAlmostEqual(ec_eq[0], eq_ck[0], 4)
self.assertAlmostEqual(ec_eq[1], eq_ck[1], 4)
self.assertAlmostEqual(ec_ga[0], ga_ck[0], 4)
self.assertAlmostEqual(ec_ga[1], ga_ck[1], 4)
self.assertAlmostEqual(ga_eq[0], eq_ck[0], 4)
self.assertAlmostEqual(ga_eq[1], eq_ck[1], 4)
self.assertAlmostEqual(ga_ec[0], ec_ck[0], 4)
self.assertAlmostEqual(ga_ec[1], ec_ck[1], 4)
def tess_table(_tessfn=_tessdata + 'Sullivan+2015.csv'):
"""Load the Sullivan et al. TESS simulation and add extra columns.
"""
tess = pd.read_csv(_tessfn, skipinitialspace=True, delimiter=',')
colnames = [col.lower() for col in tess.columns]
if not 'mstar' in colnames:
tess['Mstar'] = tess.Rstar
tess.Mstar[(tess.Mstar > 1.5) * (tess.Rstar > 1.5)] = 1.5
if not 'a' in colnames:
tess['a'] = ((tess.P / 365.24)**2 * tess.Mstar)**0.333333
if not 'mplanet' in colnames:
tess['Mplanet'] = (an.mjup / an.mearth) * (tess.K / 28.43) * (
tess.P / 365.24)**0.3333 * tess.Mstar**0.66667
#tess['Mplanet'] = tess.Rplanet**2.06
if not 'teq' in colnames:
tess['Teq'] = 250 * tess['S/SEarth']**0.25
tess['transitdepth'] = ((tess.Rplanet * an.rearth) /
(tess.Rstar * an.rsun))**2
tess['b'] = 0.5
tess['T14'] = (tess.P / np.pi) * np.arcsin(
(tess.Rstar * an.rsun) / (tess.a * an.AU) *
np.sqrt((1 - tess.transitdepth**0.5)**2 - tess.b**2))
coords = []
for pair in zip(tess.RA, tess.Dec):
coords.append(
ephem.Ecliptic(
ephem.Equatorial(obs.hms(pair[0], output_string=True),
obs.dms(pair[1], output_string=True))))
tess['ec_lat'] = [coord.lat * 180 / np.pi for coord in coords]
tess['ec_lon'] = [coord.lon * 180 / np.pi for coord in coords]
return tess
def shift_to_vlsr_frame(self):
# From http://web.mit.edu/8.13/www/nsrt_software/documentation/vlsr.pdf
ep_target = ephem.Equatorial(self.target)
# Sun velocity apex is at 18 hr, 30 deg; convert to x, y, z
# geocentric celestial for dot product with source, multiply by speed
x0 = 20.0 * math.cos(18.0 * np.pi / 12.0) * math.cos(
30.0 * np.pi / 180.0)
y0 = 20.0 * math.sin(18.0 * np.pi / 12.0) * math.cos(
30.0 * np.pi / 180.0)
z0 = 20.0 * math.sin(30.0 * np.pi / 180.0)
# Make sure we have target angles in radians
tg_ra_rad = float(ep_target.ra)
tg_dec_rad = float(ep_target.dec)
# Calculate sinces, cosines for dot product
ctra = math.cos(tg_ra_rad)
stra = math.sin(tg_ra_rad)
ctdc = math.cos(tg_dec_rad)
stdc = math.sin(tg_dec_rad)
# Calculate correction due to movement of Sun with respect to LSR
# dot product of target & apex vectors
vsun = x0 * ctra * ctdc + y0 * stra * ctdc + z0 * stdc
# get target in geocentric ecliptic system
ecl = ephem.Ecliptic(ep_target)
tlon = ecl.lon
tlat = ecl.lat
# Get sun ecliptic coordinates, in radians
sun = ephem.Sun()
sun.compute(self.site)
se = ephem.Ecliptic(sun)
slong = float(se.lon)
# Calculate correction due to earth movement relative to the Sun
vorb = 30.0 * math.cos(tlat) * math.sin(slong - tlon)
# Combine both effects
vlsr_kmps = vsun + vorb # in km/s
vlsr_corr = 1e3 * vlsr_kmps # in m/s
self.vlsr_corr = vlsr_corr # store for this spectrum
# Convert and store shift also for frequency
self.freq_vlsr_corr = -1 * self.rest_freq * self.vlsr_corr / c
def ecliptic_loc(self):
rr = ephem.Equatorial(
ephem.hours(self.imagesQuery.field_ra(self.fieldId)),
ephem.degrees(self.imagesQuery.field_dec(self.fieldId)))
ec = ephem.Ecliptic(rr)
retval = (degrees(ec.lat), str(ec.lon)
) # eclat is float (deg), eclon is str in deg
return retval
def createEclipticPole(self):
b = ephem.Ecliptic("0", "90", epoch="2016")
c = ephem.Equatorial(b)
r = c.ra
d = c.dec
rr = float(r) / (2.0 * math.pi) * 24
dd = float(d) * 180. / math.pi
return rr, dd
def get_solar_longitude(time=datetime.datetime.utcnow()):
obs = ephem.Observer()
obs.date = time
sun = ephem.Sun()
sun.compute(obs)
return ephem.Ecliptic(sun).lon * 180.0 / ephem.pi
def ecliptic(self):
p = []
for t in range(-180, 180):
e = ephem.Equatorial(ephem.Ecliptic(t * pi / 180,
0,
epoch=ephem.J2000),
epoch=ephem.J2000)
p.append((e.ra * 180 / pi, e.dec * 180 / pi))
return p
def planetary_signs(birth, bodies):
signs = []
for name, body in bodies:
body.compute(birth)
degrees, minutes, seconds = str(ephem.Ecliptic(body).lon).split(':')
degrees = int(degrees) + int(minutes) / 60 + float(seconds) / (60 * 60)
#print(name, Ecliptic(body).lon, degrees)
signs.append((name, get_sign(degrees), (degrees)))
return signs
def ecliptic(ra, dec):
"""ecliptic.
Args:
ra:
dec:
"""
np = ephem.Equatorial(math.radians(ra), math.radians(dec), epoch='2000')
e = ephem.Ecliptic(np)
return (math.degrees(e.lon), math.degrees(e.lat))
def transform_celestial(coords, systems):
lons, lats = np.radians(coords['lon']), np.radians(coords['lat'])
out = Table()
out['lon'] = np.zeros(len(coords), dtype='float64')
out['lat'] = np.zeros(len(coords), dtype='float64')
for ii, (lon, lat) in enumerate(zip(lons, lats)):
# Create coordinate in input system
if systems['in'] == 'fk5':
coord = ephem.Equatorial(lon, lat)
elif systems['in'] == 'fk4':
coord = ephem.Equatorial(lon, lat, epoch=ephem.B1950)
elif systems['in'] == 'galactic':
coord = ephem.Galactic(lon, lat)
elif systems['in'] == 'ecliptic':
coord = ephem.Ecliptic(lon, lat)
else:
raise ValueError()
# Convert to appropriate output system
# Retrieving output system coordinates is system specific
# because the attribute names depend on the system
if systems['out'] == 'fk5':
coord = ephem.Equatorial(coord, epoch=ephem.J2000)
lon, lat = coord.ra, coord.dec
elif systems['out'] == 'fk4':
coord = ephem.Equatorial(coord, epoch=ephem.B1950)
lon, lat = coord.ra, coord.dec
elif systems['out'] == 'galactic':
coord = ephem.Galactic(coord)
lon, lat = coord.lon, coord.lat
elif systems['out'] == 'ecliptic':
coord = ephem.Ecliptic(coord)
lon, lat = coord.lon, coord.lat
else:
raise ValueError()
out[ii]['lon'] = np.degrees(lon)
out[ii]['lat'] = np.degrees(lat)
return out
def ecliptic_lon(now_time: datetime.datetime) -> float:
"""
根据日期计算黄经
now_time -- 日期
Return arguments:
float -- 黄经
"""
s = ephem.Sun(now_time)
equ = ephem.Equatorial(s.ra, s.dec, epoch=now_time)
e = ephem.Ecliptic(equ)
return e.lon
def plot_ecliptic_plane(handles, labels):
ep = [ephem.Ecliptic(str(lon), str(0)) for lon in range(0, 360)
] # this line is fine: need Ecliptic(long, lat) format in creation
ecPlane = [ephem.Equatorial(coord)
for coord in ep] # so this must be where the issue is.
ra_ecPlane = [math.degrees(coord.ra) for coord in ecPlane]
dec_ecPlane = [math.degrees(coord.dec) for coord in ecPlane]
handles.append(plt.plot(ra_ecPlane, dec_ecPlane, '#E47833'))
labels.append('ecliptic')
# plt.plot([rr+360 for rr in ra_ecPlane], dec_ecPlane, '#E47833') # echo
return handles, labels
def createEclipticPath(self):
eline = []
for i in range(361):
l = str(0 + i)
b = ephem.Ecliptic(l, "0", epoch="2016")
c = ephem.Equatorial(b)
r = c.ra
d = c.dec
rr = float(r) / (2.0 * math.pi) * 24
dd = float(d) * 180. / math.pi
eline.append([rr, dd])
return eline
def __init__(self, parfile, timfile):
# initialize libstempo object
t2psr = t2.tempopulsar(
parfile,
timfile,
maxobs=30000,
)
# get attributes
self.name = t2psr.name
self.residuals = np.double(t2psr.residuals())
self.toas = np.double(t2psr.toas() * 86400)
self.toaerrs = np.double(t2psr.toaerrs * 1e-6)
self.flags = t2psr.flagvals('f')
Mmat = np.double(t2psr.designmatrix())
# sort
self.isort, self.iisort = utils.argsortTOAs(self.toas,
self.flags,
which='jitterext',
dt=1.0)
self.toas = self.toas[self.isort]
self.toaerrs = self.toaerrs[self.isort]
self.residuals = self.residuals[self.isort]
self.flags = self.flags[self.isort]
Mmat = Mmat[self.isort, :]
u, s, v = np.linalg.svd(Mmat, full_matrices=False)
self.Musvd = u
self.Mssvd = s
# get sky location
pars = t2psr.pars()
if 'RAJ' not in pars and 'DECJ' not in pars:
elong, elat = t2psr['ELONG'].val, t2psr['ELAT'].val
ec = ephem.Ecliptic(elong, elat)
# check for B name
if 'B' in t2psr.name:
epoch = '1950'
else:
epoch = '2000'
eq = ephem.Equatorial(ec, epoch=epoch)
self.phi = np.double([eq.ra])
self.theta = np.pi / 2 - np.double([eq.dec])
else:
self.phi = np.double(t2psr['RAJ'].val)
self.theta = np.pi / 2 - np.double(t2psr['DECJ'].val)
def parser(file_name):
deb_objects = []
with open(file_name, 'r') as file:
while True:
line0 = file.readline()
if not line0:
break
line1 = file.readline()
line2 = file.readline()
if ' DEB' not in line0:
continue
tle_rec = ephem.readtle(line0, line1, line2)
tle_rec.compute()
ecliptic_obj_pos1 = ephem.Ecliptic(tle_rec)
ecliptic_obj_pos2 = ephem.Ecliptic(tle_rec, epoch=0)
name = line0[2:].rstrip()
lat1 = ecliptic_obj_pos1.lat
lon1 = ecliptic_obj_pos1.lon
lat2 = ecliptic_obj_pos2.lat
lon2 = ecliptic_obj_pos2.lon
alt = tle_rec.elevation / 1000
revs_per_day = tle_rec._n
deb_object = DebObject(name, lat1, lon1, lat2, lon2, alt,
revs_per_day)
deb_objects.append(deb_object.__dict__)
write_file(deb_objects)
def ecliptic_lat_span(self, blockID):
junk, fieldIds = self.fields_in_block(blockID)
ecs = []
for field in fieldIds:
rr = ephem.Equatorial(ephem.hours(self.bk.field_ra(field)),
ephem.degrees(self.bk.field_dec(field)))
ec = ephem.Ecliptic(rr)
ecs.append(ec)
ecs.sort(key=lambda x: x.__getattribute__('lat'))
retval = (degrees(ecs[0].lat), degrees(ecs[-1].lat)
) # eclat is float (deg), min-max
return retval
def compute_libration(self):
"""
Compute topocentric libration angles and the position angle of the moon's rotational axis.
:return: -
"""
# Astrometric libration angles and the selenographic co-longitude of the sun are provided
# by PyEphem.
self.astrometric_lib_lat = self.moon.libration_lat
self.astrometric_lib_long = self.moon.libration_long
self.colong = self.moon.colong
# Compute topocentric libration values. For algorithmic details, refer to the user's guide.
j2000 = ephem.Date(datetime.datetime(2000, 1, 1, 12, 0))
t = (ephem.Date(self.location_time.date) - j2000) / 36525.
epsilon = radians(23.439281 - 0.013002575 * t)
ma = ephem.Equatorial(self.ra,
self.de,
epoch=ephem.Date(self.location_time.date))
me = ephem.Ecliptic(ma)
cap_i = radians(1.54266)
omega = radians(125.044555 - 1934.13626194 * t)
lm = radians(218.31664563 + 481267.88119575 * t - 0.00146638 * t**2)
i = acos(
cos(cap_i) * cos(epsilon) + sin(cap_i) * sin(epsilon) * cos(omega))
omega_prime = atan2(-sin(cap_i) * sin(omega) / sin(i),
(cos(cap_i) * sin(epsilon) -
sin(cap_i) * cos(epsilon) * cos(omega)) / sin(i))
self.pos_rot_north = atan2(
-sin(i) * cos(omega_prime - self.ra),
cos(self.de) * cos(i) -
sin(self.de) * sin(i) * sin(omega_prime - self.ra))
self.topocentric_lib_lat = asin(-sin(cap_i) * cos(me.lat) *
sin(me.lon - omega) -
cos(cap_i) * sin(me.lat))
self.topocentric_lib_long = (atan2(
cos(cap_i) * cos(me.lat) * sin(me.lon - omega) -
sin(cap_i) * sin(me.lat),
cos(me.lat) * cos(me.lon - omega)) - lm + omega) % (2. * pi)
if self.topocentric_lib_long > 1.:
self.topocentric_lib_long -= 2. * pi
elif self.topocentric_lib_long < -1.:
self.topocentric_lib_long += 2. * pi
def add_fields():
fields_to_plot = ascii.read("fields_to_plot.txt")
for i in range(len(fields_to_plot["RA"])):
eq = ephem.Equatorial(fields_to_plot["RA"][i] / degrad,
fields_to_plot["Dec"][i] / degrad,
epoch=2000)
ec = ephem.Ecliptic(eq, epoch=2000)
if abs(float(ec.lat) * degrad) >= 54:
pltcolor = 'g'
else:
pltcolor = 'r'
add_point(fields_to_plot["RA"][i] / degrad,
fields_to_plot["Dec"][i] / degrad,
color=pltcolor,
txtlabel=fields_to_plot["Field"][i])
def block_table_pprint():
"""
:return:
"""
with open('block_table.tex', 'w') as outfile:
for name, coords in parameters.BLOCKS.items():
print name, coords
ra = ephem.hours(coords['RA'])
dec = ephem.degrees(coords['DEC'])
eq = ephem.Equatorial(ra, dec)
ec = ephem.Ecliptic(eq)
outfile.write(
"{} & {:2.1f} & {:2.1f} & {:2.1f} & {:2.1f} {} \n".format(
name[2:], math.degrees(ephem.degrees(ra)),
math.degrees(dec), math.degrees(ec.lat),
math.degrees(ec.lon), r"\\"))
return
def equ2ecl(al, de, epoch='2000'):
g = ephem.Ecliptic(0.0, np.pi / 2.0, epoch=str(epoch))
[al_gp, de_gp] = g.to_radec()
g.from_radec(0.0, np.pi / 2.0)
l_cp = g.lon.znorm
al = np.radians(al)
de = np.radians(de)
l = l_cp - np.arctan2(
np.cos(de) * np.sin(al - al_gp),
np.cos(de_gp) * np.sin(de) -
np.sin(de_gp) * np.cos(de) * np.cos(al - al_gp))
temp = np.sin(l_cp - l) * (np.sin(de_gp) * np.sin(de) +
np.cos(de_gp) * np.cos(de) * np.cos(al - al_gp)
) / (np.cos(de) * np.sin(al - al_gp))
b = np.degrees(np.arctan(temp))
l = np.degrees(l) % 360.0
return [l, b]
