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liblifetime.py
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Mon, Jun 10, 03:15

liblifetime.py
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from numpy import *
def WriteParams(f):
"""
Write lifetime parameters.
For the moment, the values are simply hard coded.
:param f: file
:type f: the file handler
:returns:none
"""
f.write("#### Livetime ####\n")
f.write("\n")
f.write("-40.1107251082866 5.50992173040633 0.782431795366473\n")
f.write(" 141.929566656232 -15.88948185575660 -3.255779246324010\n")
f.write("-261.365531429482 17.07350618651300 9.866058678313810\n")
f.write("\n")
def WriteH5Params(ParentGroup,model="Poirier"):
"""
Write lifetime parameters.
For the moment, the values are simply hard coded.
:param f: file
:type f: the file handler
:returns:none
"""
if model=="Poirier":
""""
This is the default model used in the Poirier Thesis
"""
coeff_z=array([
[-40.1107251082866, 5.50992173040633, 0.782431795366473],
[ 141.929566656232, -15.88948185575660, -3.255779246324010],
[-261.365531429482, 17.07350618651300, 9.866058678313810]
])
elif model=="POPIII20170112":
"""This is a very simple model designed to extrapolate lifetime of very massive stars.
It is based on nothing else than a very simple extrapolation of the Poirier Model and
corresonds to
tau = b * (m)**a # tau in Myr, m in Msol
u_lt0 is computed for units compatibility reasons with the Poirier model
"""
SEC_PER_MEGAYEAR=3.155e13
UnitTime_in_s = 148849920000000.0
UnitTime_in_Megayears0=UnitTime_in_s / SEC_PER_MEGAYEAR;
u_lt0 = -log10(UnitTime_in_Megayears0*1e6);
a = -0.5
b = 7e-4 * 1e10 / 1e6
coeff_z=array([
[0, 0, 0],
[0, 0, a],
[0, 0, log10(b)-u_lt0]
])
else:
print "no stellar lifetime model corresonds to %s"%(model)
print "!!! STOP !!!"
sys.exit()
print "Lifetime model using : %s"%(model)
Group = ParentGroup.create_group("LiveTimes")
Dataset = Group.create_dataset("coeff_z", data=coeff_z)
Dataset.attrs['nx'] = coeff_z.shape[0]
Dataset.attrs['ny'] = coeff_z.shape[1]

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