and Cosmology
Extragalactic Astronomy and Cosmology: An Introduction
Extragalactic Astronomy and Cosmology: An Introduction
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3. The World of Galaxies<br />
102<br />
the potential well, <strong>and</strong> therefore the mass. Both methods<br />
reveal that ellipticals are also surrounded by a dark halo.<br />
The weak gravitational lens effect, which we will discuss<br />
in Sect. 6.5.2 in a different context, offers another<br />
way to determine the masses of galaxies up to very large<br />
radii. With this method we cannot study individual galaxies<br />
but only the mean mass properties of a galaxy<br />
population. The results of these measurements confirm<br />
the large size of dark halos in spirals <strong>and</strong> in ellipticals.<br />
Correlations of Rotation Curves with Galaxy Properties.<br />
The form <strong>and</strong> amplitude of the rotation curves<br />
of spirals are correlated with their luminosity <strong>and</strong> their<br />
Hubble type. The larger the luminosity of a spiral, the<br />
steeper the rise of v(R) in the central region, <strong>and</strong> the<br />
larger the maximum rotation velocity v max . This latter<br />
fact indicates that the mass of a galaxy increases with<br />
luminosity, as expected. For the characteristic values of<br />
the various Hubble types, one finds v max ∼ 300 km/s<br />
for Sa’s, v max ∼ 175 km/s for Sc’s, whereas Irr’s have<br />
amuchlowerv max ∼ 70 km/s. For equal luminosity,<br />
v max is higher for earlier types of spirals. However,<br />
the shape (not the amplitude) of the rotation curves<br />
of different Hubble types is similar, despite the fact that<br />
they have a different brightness profile as seen, for instance,<br />
from the varying bulge-to-disk ratio. This point<br />
is another indicator that the rotation curves cannot be<br />
explained by visible matter alone.<br />
These results leave us with a number of obvious questions.<br />
What is the nature of the dark matter? What are<br />
the density profiles of dark halos, how are they determined,<br />
<strong>and</strong> where is the “boundary” of a halo? Does the<br />
fact that galaxies with v rot 100 km/s have no prominent<br />
spiral structure mean that a minimum halo mass<br />
needs to be exceeded in order for spiral arms to form?<br />
Some of these questions will be examined later, but<br />
here we point out that the major fraction of the mass of<br />
(spiral) galaxies consists of non-luminous matter. The<br />
fact that we do not know what this matter consists of<br />
leaves us with the question of whether this invisible<br />
matter is a new, yet unknown, form of matter. Or is the<br />
dark matter less exotic, normal (baryonic) matter that<br />
is just not luminous for some reason (for example, because<br />
it did not form any stars)? We will see in Chap. 4<br />
that the problem of dark matter is not limited to galaxies,<br />
but is also clearly present on a cosmological scale;<br />
furthermore, the dark matter cannot be baryonic. A currently<br />
unknown form of matter is, therefore, revealing<br />
itself in the rotation curves of spirals.<br />
3.3.4 Stellar Populations <strong>and</strong> Gas Fraction<br />
The color of spiral galaxies depends on their Hubble<br />
type, with later types being bluer; e.g., one finds B −<br />
V ∼ 0.75 for Sa’s, 0.64 for Sb’s, 0.52 for Sc’s, <strong>and</strong> 0.4<br />
for Irr’s. This means that the fraction of massive young<br />
stars increases along the Hubble sequence towards later<br />
spiral types. This conclusion is also in agreement with<br />
the findings for the light distribution along spiral arms<br />
where we clearly observe active star-formation regions<br />
in the bright knots in the spiral arms of Sc’s. Furthermore,<br />
this color sequence is also in agreement with the<br />
decreasing bulge fraction towards later types.<br />
The formation of stars requires gas, <strong>and</strong> the mass<br />
fraction of gas is larger for later types, as can be measured,<br />
for instance, from the 21-cm emission of HI, from<br />
Hα <strong>and</strong> from CO emission. Characteristic values for the<br />
ratio 〈 〉<br />
M gas /M tot are about 0.04 for Sa’s, 0.08 for Sb’s,<br />
0.16 for Sc’s, <strong>and</strong> 0.25 for Irr’s. In addition, the fraction<br />
of molecular gas relative to the total gas mass is smaller<br />
for later Hubble types. The dust mass is less than 1% of<br />
the gas mass.<br />
Dust, in combination with hot stars, is the main<br />
source of far-infrared (FIR) emission from galaxies.<br />
Sc galaxies emit a larger fraction of FIR radiation than<br />
Sa’s, <strong>and</strong> barred spirals have stronger FIR emission than<br />
normal spirals. The FIR emission arises due to dust being<br />
heated by the UV radiation of hot stars <strong>and</strong> then<br />
reradiating this energy in the form of thermal emission.<br />
A prominent color gradient is observed in spirals:<br />
they are red in the center <strong>and</strong> bluer in the outer regions.<br />
We can identify at least two reasons for this trend. The<br />
first is a metallicity effect, as the metallicity is increasing<br />
inwards <strong>and</strong> metal-rich stars are redder than metal-poor<br />
ones, due to their higher opacity. Second, the color gradient<br />
can be explained by star formation. Since the gas<br />
fraction in the bulge is lower than in the disk, less star<br />
formation takes place in the bulge, resulting in a stellar<br />
population that is older <strong>and</strong> redder in general. Furthermore,<br />
it is found that the metallicity of spirals increases<br />
with luminosity.<br />
Abundance of Globular Clusters. The number of<br />
globular clusters is higher in early types <strong>and</strong> in more