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Spiral arms come in different "flavors":
• ~10% grand-design (two well-defined spiral arms)
• ~60% multiple-arm
• ~30% flocculent spirals (no well-defined arms at all)
Spiral arms are sites of strong star formation: we see dust, HII regions, blue stars, lots of gas. In fact, spiral arms are much more prominent in blue light than in red.
But what are they? How do they form? How long do they last?
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solid body wind up
angular speed = constant linear speed increases with radius
angular speed increases with radius linear speed ~ constant
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angular PATTERN speed ~ constant linear speed ~ constant
density wave
What happens when a star encounters the density wave? • As it nears the wave, it speeds up towards
the density wave. Why? • After it passes through the wave, it slows
down and leaves very slowly. Why? • So the star spends more time around the
density wave than it otherwise would. We see this as an enhanced density of stars -- a spiral arm!
How does this help us with the winding problem?
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angular PATTERN speed ~ constant linear speed ~ constant
density wave
Why is there so much more star formation in spiral arms?
One idea: as gas clouds move into the density wave, the local mass density increases. Since the criteria for cloud collapse (Jeans mass) depends on density, a higher density makes it more likely for clouds to collapse and form stars. Another idea: as clouds get swept up by the spiral arms, they collide with one another and drive shock waves through the gas, which in turn causes the gas to collapse and form stars.
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angular PATTERN speed ~ constant linear speed ~ constant
density wave
Why is there so much more star formation in spiral arms?
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Something has to "seed" this perturbation. Once it is seeded, the self-gravity of the disk will amplify the perturbation and make it grow. Ideas:
Initial non-axisymmetry in the disk and/or halo (ie galaxy formation processes) Galaxy encounters (environmental processes)
Here's an example of how an encounter between a big galaxy and a small satellite companion can drive spiral structure —>
The answer is that we don’t really know for sure though: we can produce spiral arms many different ways!
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Title TextEllipticals
log I ! r1/4
Many ellipticals have surface brightness profiles that follow
Characterized by effective radius (radius that contains 50% of light)
and mean surface brightness (inside effective radius)
re
!Ie" or !!e"
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Most ellipticals do not exactly follow an r¼ law, and can instead be fit by the generalized “Sersic profile”
log I ! r1/n
where n is the Sersic index
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M87 has n ~ 10-11
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Stellar population synthesis tracks: B-V color vs age, for an evolving "single burst"
population of stars with different metallicities:
So two things make a stellar population red: old age, and high metallicity. The colors of a galaxy cannot distinguish between the two
without already knowing age.
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Elliptical galaxies (like spirals) show a color-
luminosity relationship: brighter, more massive galaxies are redder. In
elliptical galaxies, this is well-established to be a
metallicity effect, not age. So brighter galaxies are more
metal-rich.
The differences between elliptical galaxies and star
forming spirals can be seen in plots of color versus
luminosity or stellar mass: they form a distinct "red
sequence" which is offset from the "blue cloud" of star
forming galaxies: