GalModWeb App

GalMod

The “Galaxy Model” (GalMod) is a theoretical population synthesis model able to simulate synthetic surveys of the Milky Way, M31, and able to generate initial conditions for quasi-equilibrium collisionless models. Please refer to Pasetto et al. 2016, 2018a,b for a complete description of the model.

P.I. of the project is Pasetto S.. People involved (directly or indirectly) in the realization of this project are: Brogliato C.; Busso, G.; Cassarà, L.; Chiosi, C.; Crnojevic, D.; Fuchs, B.; Grebel, E.; Hunt, J. A. S.; Just, A.; Kawata, D.; Kollmeier, J.; Natale, G.; Piovan, L.; Tantalo, R.; Zeidler P. The realization of this project would not have been possible without the major work carried out over more than three decades by Bertelli, G.; Nasi, Vallenari A.; E.; Bressan, A.; Girardi, L.; Marigo, P. and many others.

Introduction

GalMod assumes the Galaxy to be a discrete superposition of several composite stellar populations (CSPs) representing a few nominal significant stellar populations: the thin disk, the thick disk, the stellar halo and the bulge. GalMod immerses these CSPs in a single dark matter (DM) halo component and a hot coronal gas component (HCG). A parametric model for the modeled galaxy gravitational potential is computed to secure consistency with the density profiles by solving the Poisson equation. These density profiles are used to generate synthetic Hertzsprung-Russell and color-magnitude diagrams (CMDs) in several photometric bands. Finally, the gravitational potential is used to realize the stellar kinematics.

A global model for the Milky Way's gravitational potential is built up to secure consistency with the density profiles by solving the Poisson equation. In turn, these density profiles are used to generate synthetic probability distribution functions (PDFs) for the allocation of stars in the color-magnitude diagrams (CMDs). Finally, the gravitational potential is used to constrain the stellar kinematics using the moment method on phase-space distribution functions.

GalMod contains non-axisymmetric Galactic components such as the spiral arms, bar, and photometric extinction. The realization of the f.o.v has no size limit, even full-sky synthetic surveys are possible.

Usage and tutorial

Please feel free to contact Galaxy.Model@yahoo.com for support, comments or bug report.

For a detailed description of the model please visit our tutorial

Input form

  1. choose a photometric system,
  2. choose two bands (with magnitude and color limits),
  3. choose a field of view (FoV) type (with direction, proper motions, and radial velocity limits),
  4. Insert your email.
  5. Submit.
Read tutorial for the parameters explanation, assumption and advanced form.
Set the number of stars that GalMod will attempt to realize in the the FoV (see tutorial)
N ∈ {101 .. 106}
The number of stars better representing your model will be automatically determined by GalMod.
σmag($\text{mag}_{\min }^{1^{st}_\text{fltr}}$) ∈ ]0, 5] mag
σmag($\text{mag}_{\max }^{1^{st}_\text{fltr}}$) ∈ ]σmag($\text{mag}_{\min }^{1^{st}_\text{fltr}}$), 5.00] mag
Zmin ∈ ]0.00001, 0.05] dex
Zmax ∈ ]Zmin, 0.05] dex
FoV angular definition
lmin ∈ [0,360[ deg
lmax ∈ [0,360[ deg
bmin ∈ [-90,90] deg
bmax ∈ ]bmin,90] deg
FoV depth
rhel,min ∈ [0.01,50[ kpc
rhel,max ∈ ]rhel,min, 50] kpc
Proper motion limits
μl,min ∈ [-800,800[ mas/yr
μl,max ∈ ]μl,min,800] mas/yr
μb,min ∈ [-800,800[ mas/yr
μb,max ∈ ]μb,min,800] mas/yr
Radial velocity limits
vr,min ∈ [-800,800[ km/s
vr,max ∈ ]vr,min,800] km/s
FoV angular definition
lcen ∈ [0,360[ deg
bcen ∈ [-90,90] deg
Δl ∈ ]0,360] deg
Δb ∈ ]0,180] deg
FoV depth
rhel,min ∈ [0.01,50[ kpc
rhel,max ∈ ]rhel,min, 50] kpc
Proper motion limits
μl,min ∈ [-800,800[ mas/yr
μl,max ∈ ]μl,min,800] mas/yr
μb,min ∈ [-800,800[ mas/yr
μb,max ∈ ]μb,min,800] mas/yr
Radial velocity limits
vr,min ∈ [-800,800[ km/s
vr,max ∈ ]vr,min,800] km/s
FoV angular definition {RA/dec/O.A.}
αcen ∈ [0,360[ deg
δcen ∈ [-90,90] deg
O.A. ∈ ]0,360] deg
FoV depth
rhel,min ∈ [0.01,50[ kpc
rhel,max ∈ ]rhel,min, 50] kpc
Proper motion limits
μl,min ∈ [-800,800[ mas/yr
μl,max ∈ ]μl,min,800] mas/yr
μb,min ∈ [-800,800[ mas/yr
μb,max ∈ ]μb,min,800] mas/yr
Radial velocity limits
vr,min ∈ [-800,800[ km/s
vr,max ∈ ]vr,min,800] km/s
FoV angular definition {RA/dec,ΔRA,Δdec}
αcen ∈ [0,360[ deg
δcen ∈ [-90,90] deg
Δα ∈ ]0,21600] [arcmin]
Δδ ∈ ]0,10800] [arcmin]
FoV depth
rhel,min ∈ [0,50[ kpc
rhel,max ∈ ]rhel,min, 50] kpc
Proper motion limits
μl,min ∈ [-800,800[ mas/yr
μl,max ∈ ]μl,min,800] mas/yr
μb,min ∈ [-800,800[ mas/yr
μb,max ∈ ]μb,min,800] mas/yr
Radial velocity limits
vr,min ∈ [-800,800[ km/s
vr,max ∈ ]vr,min,800] km/s
FoV angular definition
lmin ∈ ]0,360] deg
lmax ∈ ]0,360] deg
bmin ∈ [-90,90] deg
bmax ∈ ]bmin,90] deg
FoV depth
rhel,min ∈ [0,50] kpc
rhel,max ∈ ]rhel,min, 50] kpc
Proper motion limits
μl,min ∈ [-800,800[ mas/yr
μl,max ∈ ]μl,min,800] mas/yr
μb,min ∈ [-800,800[ mas/yr
μb,max ∈ ]μb,min,800] mas/yr
Radial velocity limits
vr,min ∈ [-800,800[ km/s
vr,max ∈ ]vr,min,800] km/s
FoV angular definition in the galaxy direction
lmin ∈ [0,360[ deg
lmax ∈ ]lmin,360] deg
bmin ∈ [-90,+90] deg
bmax ∈ ]bmin,90] deg
FoV depth toward the galaxy
rhel,min ∈ [0.01,1000.0[ kpc
rhel,max ∈ ]rhel,min, 1000] kpc
Proper motion limits
μl,min ∈ [-800,800[ mas/yr
μl,max ∈ ]μl,min,800] mas/yr
μb,min ∈ [-800,800[ mas/yr
μb,max ∈ ]μb,min,800] mas/yr
Radial velocity limits
vr,min ∈ [-800,800[ km/s
vr,max ∈ ]vr,min,800] km/s
Galaxy phase-space position
xgal xgal ∈ [-900,900]x103 kpc
ygal ygal ∈ [-900,900] kpc
zgal zgal ∈ [-900,900] kpc
μl,gal μl,gal ∈ [-800,800] mas/yr
μb,gal μb,gal ∈ [-800,800] mas/yr
vr,gal vr,gal ∈ [-800,800] km/s
PA: position angle on the celestial sphere
PAgal ∈ ]-90,90] deg
i: inclination
igal ∈ ]0,180] deg
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