Radial profiles
We compute three radial profiles: density, mass-weighted temperature, and entropy. They are centred in the centre of potential of the main object, and are computed from the particle (-weighted) averages in 30 log-spaced spherical shells between \(0.05~r_{500}\) to \(2.5~r_{500}\).
The logarithmic centre of the radial bins is provided and can be loaded as
>>> radial_bin_centers = np.load("data/VR2915_+1res_ref/radial_bin_centers.npy")
>>> radial_bin_centers.shape
(30,)
>>> radial_bin_centers
array([0.00554565, 0.00682211, 0.00839236, 0.01032404, 0.01270034,
0.0156236 , 0.01921971, 0.02364354, 0.02908561, 0.03578029,
0.04401589, 0.0541471 , 0.06661022, 0.08194199, 0.1008027 ,
0.12400461, 0.15254694, 0.1876589 , 0.23085264, 0.28398834,
0.34935437, 0.42976579, 0.52868563, 0.650374 , 0.80007158,
0.98422526, 1.21076588, 1.4894497 , 1.8322786 , 2.25401694])
and are given in units of \(0.05~r_{500}\), so that radial_bin_centers
is dimensionless.
This array is used in the radial profiles plots (e.g. Fig. 4) as the \(x\)-axis quantity. For all profiles, gas particles are selected above \(10^5\) K.
Density profiles
The density profiles are computed as the ratio between the hot gas mass in each shell and the
volume of the shell, and given in units of \(g/cm^3\). The .npy
files contain a 2D array
with 30 spherical shells (for each profile) for all 200 snapshots.
>>> density_profiles = np.load("data/VR2915_+1res_ref/density_profiles.npy")
>>> density_profiles.shape
(200, 30)
>>> # The last row corresponds to the z=0 snapshot
>>> density_profiles[-1]
Temperature profiles
Temperature profiles are mass-weighted, and given in Kelvin.
>>> temperature_profiles = np.load("data/VR2915_+1res_ref/temperature_profiles.npy") # In Kelvin
To find the scaled (or self-similar) temperature profile, this array can be divided by the virial (self-similar) temperature, \(T_{500}\):
>>> t500 = np.load("data/VR2915_+1res_ref/t500.npy") # In Kelvin
>>> temperature_profiles_scaled = temperature_profiles / t500 # Dimensionless
Entropy profiles
Entropy profiles are computed from density and (mass-weighted) temperature profiles. For the \(i^{th}\) spherical shell, the entropy \(K_i\) is given by
where \(n_e\) is the electron number density, which can be computed from the density profiles. In this work, we assumed fully ionised gas to compute \(\rho \longrightarrow n_e\).
>>> entropy_profiles = np.load("data/VR2915_+1res_ref/entropy_profiles.npy") # In keV cm^2
To find the scaled (or self-similar) entropy profile, this array can be divided by the virial (self-similar) entropy, \(K_{500}\):
>>> k500 = np.load("data/VR2915_+1res_ref/k500.npy") # In keV cm^2
>>> entropy_profiles_scaled = entropy_profiles / k500 # Dimensionless