def rho_zr(ICobj):
"""
Iterates over calc_rho.py to calculate rho(z,r) on a grid of z and r
values.
Requires ICobj.sigma to be defined already
* Arguments *
ICobj - The initial conditions object for which rho will be calculated
* Output *
Returns dictionary containing:
dict['rho'] : 2D array, rho at all pairs of points (z,r)
dict['z'] : a 1D array of z points
dict['r'] : a 1D array of r points
If output=filename, dictionary is pickled and saved to filename
To be safe, keep all units in Msol and au
"""
# Get what's need from the IC object
settings = ICobj.settings
# PARSE SETTINGS
# Rho calculation parameters
nr = settings.rho_calc.nr
nz = settings.rho_calc.nz
rmin = settings.rho_calc.rmin
rmax = settings.rho_calc.rmax
# Initialize r,z, and rho
r = np.linspace(rmin, rmax, nr)
rho = SimArray(np.zeros([nz, nr]), 'Msol au**-3')
start_time = time.time()
for n in range(nr):
print '************************************'
print 'Calculating rho(z) - {0} of {1}'.format(n + 1, nr)
print '{0} min elapsed'.format((time.time() - start_time) / 60)
print '************************************'
rho_vector, z = calc_rho.rho_z(ICobj, r[[n]])
rho[:, n] = rho_vector
# Convert to the units generated by calc_rho
rho.convert_units(rho_vector.units)
return rho, z, r
def rho_zr(ICobj):
"""
Iterates over calc_rho.py to calculate rho(z,r) on a grid of z and r
values.
Requires ICobj.sigma to be defined already
* Arguments *
ICobj - The initial conditions object for which rho will be calculated
* Output *
Returns dictionary containing:
dict['rho'] : 2D array, rho at all pairs of points (z,r)
dict['z'] : a 1D array of z points
dict['r'] : a 1D array of r points
If output=filename, dictionary is pickled and saved to filename
To be safe, keep all units in Msol and au
"""
# Get what's need from the IC object
settings = ICobj.settings
# PARSE SETTINGS
# Rho calculation parameters
nr = settings.rho_calc.nr
nz = settings.rho_calc.nz
rmin = ICobj.sigma.r_bins.min()
rmax = ICobj.sigma.r_bins.max()
# Initialize r,z, and rho
r = np.linspace(rmin,rmax,nr)
rho = SimArray(np.zeros([nz,nr]), 'Msol au**-3')
start_time = time.time()
for n in range(nr):
print '************************************'
print 'Calculating rho(z) - {0} of {1}'.format(n+1,nr)
print '{0} min elapsed'.format((time.time()-start_time)/60)
print '************************************'
rho_vector, z = calc_rho.rho_z(ICobj, r[[n]])
rho[:,n] = rho_vector
# Convert to the units generated by calc_rho
rho.convert_units(rho_vector.units)
return rho, z, r
def multirun_rho(args):
# A wrapper for multiprocessing calls to rho_z (allows multiple args)
return calc_rho.rho_z(*args)