aboutsummaryrefslogtreecommitdiffstats
path: root/fg21sim
diff options
context:
space:
mode:
authorAaron LI <aly@aaronly.me>2018-05-11 16:27:15 +0800
committerAaron LI <aly@aaronly.me>2018-05-11 16:27:15 +0800
commit4bf1e89c77c7e8e4abe6a0d654547e3f0bc56521 (patch)
tree62a49643d9f9f67aaf34267416bc37dbae8972ec /fg21sim
parent2b130c17fc2736817476ceeccec0ae3d3f0e3ae7 (diff)
downloadfg21sim-4bf1e89c77c7e8e4abe6a0d654547e3f0bc56521.tar.bz2
cluster/formation: Fix merger tree simulation about cluster mass
Diffstat (limited to 'fg21sim')
-rw-r--r--fg21sim/extragalactic/clusters/formation.py46
1 files changed, 22 insertions, 24 deletions
diff --git a/fg21sim/extragalactic/clusters/formation.py b/fg21sim/extragalactic/clusters/formation.py
index dcee21c..b4b0107 100644
--- a/fg21sim/extragalactic/clusters/formation.py
+++ b/fg21sim/extragalactic/clusters/formation.py
@@ -71,7 +71,7 @@ class ClusterFormation:
def f_sigma(self, mass):
"""
Current r.m.s. density fluctuations within a sphere of the given
- mean /dark matter/ mass (unit: [Msun]).
+ mean mass (unit: [Msun]).
It is generally sufficient to consider a power-law spectrum of
density perturbations, which is consistent with the CDM models.
@@ -119,8 +119,8 @@ class ClusterFormation:
def calc_mass(self, S):
"""
- Calculate the /dark matter/ mass corresponding to the given S,
- which is defined as: S = sigma(M)^2
+ Calculate the mass corresponding to the given S, which is
+ defined as: S = sigma(M)^2
References: Ref.[randall2002],Sec.(3)
"""
@@ -292,12 +292,11 @@ class ClusterFormation:
"""
# Initial properties
zc = self.z0
- Mc_cl = self.M0 # cluster total mass
- Mc = Mc_cl * COSMO.baryon_fraction # dark matter mass
- mtree_root = MergerTree(data={"mass": Mc_cl,
+ Mc = self.M0
+ mtree_root = MergerTree(data={"mass": Mc,
"z": zc,
"age": COSMO.age(zc)})
- logger.debug("[main] z=%.4f : mass=%g [Msun]" % (zc, Mc_cl))
+ logger.debug("[main] z=%.4f : mass=%g [Msun]" % (zc, Mc))
mtree = mtree_root
while True:
@@ -325,38 +324,37 @@ class ClusterFormation:
M_min = min(M1, dM)
if M_min <= self.merger_mass_min:
# Accretion
- M_main_cl = (Mc - M_min) / COSMO.baryon_fraction
+ M_main = Mc - M_min
# NOTE: no sub node
else:
# Merger
- M_main_cl = max(M1, dM) / COSMO.baryon_fraction
- M_sub_cl = M_min / COSMO.baryon_fraction
- mtree.sub = MergerTree(data={"mass": M_sub_cl,
+ M_main = max(M1, dM)
+ M_sub = M_min
+ mtree.sub = MergerTree(data={"mass": M_sub,
"z": z1,
"age": age1})
- logger.debug("[sub] z=%.4f : mass=%g [Msun]" % (z1, M_sub_cl))
+ logger.debug("[sub] z=%.4f : mass=%g [Msun]" % (z1, M_sub))
# Update main cluster
- mtree.main = MergerTree(data={"mass": M_main_cl,
+ mtree.main = MergerTree(data={"mass": M_main,
"z": z1,
"age": age1})
- logger.debug("[main] z=%.4f : mass=%g [Msun]" % (z1, M_main_cl))
+ logger.debug("[main] z=%.4f : mass=%g [Msun]" % (z1, M_main))
# Update for next iteration
- Mc_cl = M_main_cl
+ Mc = M_main
zc = z1
mtree = mtree.main
return mtree_root
- def _trace_formation(self, M_cl, _z=None, zmax=None):
+ def _trace_formation(self, M, _z=None, zmax=None):
"""
Recursively trace the cluster/halo formation and thus simulate
its merger tree.
"""
z = 0.0 if _z is None else _z
- M = M_cl * COSMO.baryon_fraction # dark matter mass
- node_data = {"mass": M_cl, "z": z, "age": COSMO.age(z)}
+ node_data = {"mass": M, "z": z, "age": COSMO.age(z)}
# Whether to stop the trace
if self.zmax is not None and z > self.zmax:
@@ -381,18 +379,18 @@ class ClusterFormation:
M_min = min(M1, dM)
if M_min <= self.merger_mass_min:
# Accretion
- M_new_cl = (M - M_min) / COSMO.baryon_fraction
+ M_new = M - M_min
return MergerTree(
data=node_data,
- main=self._trace_formation(M_new_cl, _z=z1),
+ main=self._trace_formation(M_new, _z=z1),
sub=None
)
else:
# Merger
- M_main_cl = max(M1, dM) / COSMO.baryon_fraction
- M_sub_cl = M_min / COSMO.baryon_fraction
+ M_main = max(M1, dM)
+ M_sub = M_min
return MergerTree(
data=node_data,
- main=self._trace_formation(M_main_cl, _z=z1),
- sub=self._trace_formation(M_sub_cl, _z=z1)
+ main=self._trace_formation(M_main, _z=z1),
+ sub=self._trace_formation(M_sub, _z=z1)
)