Why Measure Velocity Dispersion in Elliptical Galaxies?

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Measuring velocity dispersion in elliptical galaxies is crucial for estimating dark matter presence, as it provides insights into the mass distribution within these galaxies. Velocity dispersion reflects the range of star velocities rather than a simple average, allowing for more accurate mass calculations through models like Jeans' equation and the Virial theorem. While average velocity indicates the galaxy's motion relative to observers, dispersion reveals the motion of individual stars within the galaxy. Some studies have shown varying profiles of velocity dispersion, suggesting differing dark matter distributions among elliptical galaxies. Understanding these dynamics is essential for comprehending the nature of dark matter in these celestial structures.
Tomer
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Hey guys,

stupid question probably, but I somehow don't get it.
I'm just reading an article about dark matter in elliptical galaxies. They mention at a certain point that while for the detection of DM in spiral galaxies we measure the rotational velocity of its stars around the center, for the detection of DM in elliptical galaxies we measure the velocity dispersion. They then write: "this gives us an estimate of how fast the stars move as a function of the distance from the center".
What I don't get is:
1. How do we get this estimate? As I understand dispersion - I could have a dispersion of 400 km/s but still have an average of 0. Or I could have a dispersion of 10 Km/s with an average of 1000 km/s. How are the average and the dispersion connected?
2. Why do we talk of the dispersion and not of the mean velocity then?

Thanks a lot - this is really important!

Tomer.
 
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Tomer, You may find some answers here, where I have excerpted a few sentences from a longer article:

“The observations of stellar velocity dispersion, interpreted in terms of Jeans' equation or of the Virial theorem, can provide the total mass for R < Re, or even at larger distances. … This formula gives a first approximate mass. In practice however, much more sophisticated models than this one are used to interpret the velocity dispersions. … As in the case of spirals with their rotation curve, a flat or slowly increasing velocity dispersion, (r), may indicate dark halos dominating the dynamics (Saglia et al. 1993) but there is a surprisingly large variety of -profiles, some of which decrease outwards relatively fast. Therefore, Saglia et al. did not find any compelling evidence of dark matter out to 1-2 Re. Carollo et al. (1995) observed flat or gently declining velocity dispersion profiles in four elliptical galaxies, concluding that massive dark halos must be present in three of the four galaxies, although no clear conclusion was obtained for the fourth. Bertin et al. (1994) found that in a sample of 6 galaxies, three of them were not suitable for reliable modelling, two of them presented no evidence for dark matter and one (NGC 7796) appeared to have a distinct dark halo. But the conclusion that some galaxies have a dark halo while others do not is problematic for understanding what an elliptical galaxy is.
http://ned.ipac.caltech.edu/level5/March01/Battaner/node11.html

Secondly, this Nature article, plus references therein, appears to address your questions:

“Lost and found dark matter in elliptical galaxies”
http://www.nature.com/nature/journal/v437/n7059/abs/nature03970.html
 
Hi Bobby, thanks for replying. However, I've read the first article you posted already and couldln't find an answer to my question there. I do not understand why my article stated that dispersion implies something about the average velocity - is this even true? I can accept the fact that it implies something about the mass.

Even more importantly - why don't we speak of velocities themselves? Is it really easier to deduce the mass from a given dispersion function than of an average velocity function?
 
The average will tell you about the motion of the galaxy with respect to us. The dispersion will tell you about the motion of the individual stars with respect to the galaxy.
 
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