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The '''Einasto profile''' (or '''Einasto model''') is a mathematical function that describes how the density <math>\rho</math> of a spherical stellar system varies with distance <math>r</math> from its center.  [[Jaan Einasto]] introduced his model at a 1963 conference in [[Alma-Ata]], Kazakhstan.<ref>[[Jaan Einasto|J. Einasto]] (1965), Kinematics and dynamics of stellar systems, ''Trudy Inst. Astrofiz. Alma-Ata'' '''51''', 87</ref>


[[Image:Einasto.jpg|thumb|left|Einasto profiles.]]


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The Einasto profile has the form
 
:<math>
\rho(r) \propto \exp{(-Ar^\alpha)} .
</math>
 
The parameter <math>\alpha</math> controls the degree of curvature of the profile. This can be seen by computing the slope on a log-log plot:
 
:<math>
d\ (\log\rho)/d\ (\log r) \propto -r^{\alpha} .
</math>
 
The larger <math>\alpha</math>, the more rapidly the slope varies with radius (see figure). Einasto's law can be described as a generalization of a power law, <math>\rho\propto r^{-N}</math>, which has a constant slope on a log-log plot.
 
Einasto's model has the same mathematical form as [[Sersic's law]], which is used to describe the surface brightness (i.e. projected density) profile of galaxies.
 
Einasto's model has been used to describe many types of system, including [[galaxy|galaxies]]<ref>[[Jaan Einasto|J. Einasto]] and U. Haud (1989), [http://adsabs.harvard.edu/abs/1989A%26A...223...89E  Galactic models with massive corona. I - Method. II - Galaxy] ''Astron. Astrophys.'' '''223''', 89</ref> and [[dark matter halo]]s.<ref>{{cite journal
| last1 = Merritt  | first1 = David | authorlink1 = David Merritt | last2 = Graham
| first2 = Alister | last3 = et al. | year = 2006
| title = Empirical Models for Dark Matter Halos | journal = The Astronomical Journal
| volume = 132 | issue = 6 | pages = 2685–2700 | arxiv = astro-ph/0509417
| bibcode = 2006AJ....132.2685M | doi = 10.1086/508988
| url = http://adsabs.harvard.edu/abs/2006AJ....132.2685M}}</ref>
 
== References ==
{{reflist}}
 
== External links ==
*[http://adsabs.harvard.edu/abs/2005MNRAS.358.1325C Spherical galaxy models with power-law logarithmic slope]. A comprehensive paper that derives many properties of stellar systems obeying Einasto's law.
 
[[Category:Astrophysics]]

Revision as of 00:42, 1 October 2013

The Einasto profile (or Einasto model) is a mathematical function that describes how the density of a spherical stellar system varies with distance from its center. Jaan Einasto introduced his model at a 1963 conference in Alma-Ata, Kazakhstan.[1]

Einasto profiles.

The Einasto profile has the form

The parameter controls the degree of curvature of the profile. This can be seen by computing the slope on a log-log plot:

The larger , the more rapidly the slope varies with radius (see figure). Einasto's law can be described as a generalization of a power law, , which has a constant slope on a log-log plot.

Einasto's model has the same mathematical form as Sersic's law, which is used to describe the surface brightness (i.e. projected density) profile of galaxies.

Einasto's model has been used to describe many types of system, including galaxies[2] and dark matter halos.[3]

References

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External links

  1. J. Einasto (1965), Kinematics and dynamics of stellar systems, Trudy Inst. Astrofiz. Alma-Ata 51, 87
  2. J. Einasto and U. Haud (1989), Galactic models with massive corona. I - Method. II - Galaxy Astron. Astrophys. 223, 89
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