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Annual Report 2011 Max Planck Institute for Astronomy

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66 III. Selected Research Areas<br />

Tracing “hidden”ʼ gas: the gas to dust ratio<br />

While tracing atomic gas is relatively simple through<br />

observations of the HI hyperfine line at 21 cm, observing<br />

cool, molecular H 2 is difficult due to its lack of a<br />

dipole moment. The standard method is to observe the<br />

CO (submm) emission lines and convert to the total H 2<br />

through a conversion factor, α CO . This factor is determined<br />

in the Galaxy using dynamical methods yet remains<br />

relatively uncertain because of possible variations<br />

due to abundance effects, or “hidden”, CO-absent, molecular<br />

gas. However, as dust and gas are closely coupled,<br />

it is possible to use the total dust mass to trace the total<br />

gas mass and constrain α CO . Using a technique based<br />

on Leroy et al. (<strong>2011</strong>), and data from the KiNGfish and<br />

heracles surveys, we constrained α CO and the dustto-gas<br />

mass ratio (DGR) on kpc scales across the<br />

disks of 26 galaxies (Sandstrom et al., 2012). We ob-<br />

Fig. III.4.3: Left: Solutions <strong>for</strong> DGR (top) and α CO (bottom)<br />

plotted versus oxygen abundance based on the Pilyugin &<br />

Thuan (2005) calibration. The gray points show all of the individual<br />

solutions. The green points show the highest-confidence<br />

solutions. The weighted mean and standard deviation of all of<br />

the solutions in 0.1 dex bins are shown with red symbols. The<br />

log(a CO / (M pc–2 / (K km s –1 ))) log(DGR)<br />

–1<br />

–1.5<br />

–2<br />

–2.5<br />

2<br />

1.5<br />

1<br />

0.5<br />

0<br />

–0.5<br />

–1<br />

Weighted Mean<br />

Da Co 0.2<br />

All Solutions<br />

Weighted Mean<br />

Da Co 0.2<br />

All Solutions<br />

7.8 8<br />

8.2<br />

8.4 8.6 8.8<br />

12 log(O/H)<br />

serve several trends in α CO , based on our nearby galaxy<br />

sample. Galaxy centers frequently show low values of<br />

α CO , in some cases nearly an order of magnitude below<br />

the typically assumed local Milky Way value of α CO<br />

4.35 M 0 pc –2 (K km s −1 ) −1 . Using uni<strong>for</strong>mly determined<br />

metallicities from H II region spectra, we find a<br />

general trend of decreasing α CO with increasing metallicity,<br />

while <strong>for</strong> DGR we measure a clear, positive, linear<br />

trend with metallicity (Fig. III.4.3). However, large<br />

galaxy-to-galaxy offsets in the relationship between metallicity<br />

and α CO suggest that metallicity may not be the<br />

primary driver of variations in α CO in the central, higher<br />

metallicity regions of galaxies. Due to the strong radial<br />

gradients in many quantities, it is difficult to isolate<br />

which physical process is the driver of α CO variations,<br />

but in general regions with intense UV fields, high star<strong>for</strong>mation<br />

rate surface densities and/or high stellar mass<br />

surface densities show low α CO .<br />

shaded yellow region shows the approximate range of α CO values<br />

determined in the Milky Way. Right: The dust mass surface<br />

density in NGC 6946 (top) showing both the apertures and region<br />

over which the values were determined, and the resulting<br />

α CO <strong>for</strong> the same galaxy (bottom), revealing significantly lower<br />

values in the central region.<br />

Log(S D ) (M e pc –2 )<br />

–1 –0.8 –0.5 –2 0 0.2 0.5<br />

NGC 6946<br />

3.2 kpc<br />

3<br />

–1 –0.5<br />

3.2 kpc<br />

3<br />

Log(a CO )<br />

0 0.5 1 1.5 2<br />

Credit: E. Schinnerer

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