Astronomy and Astrophysics – Astronomy
Scientific paper
Jan 1994
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1994aj....107..195h&link_type=abstract
The Astronomical Journal, vol. 107, no. 1, p. 195-205
Astronomy and Astrophysics
Astronomy
30
Color-Magnitude Diagram, Energy Spectra, Galactic Evolution, Galactic Structure, Line Spectra, Metallicity, Stellar Spectra, Abundance, Elliptical Galaxies, Energy Distribution, Luminosity, Spectrum Analysis, Stellar Spectrophotometry
Scientific paper
We present new spatially resolved spectroscopic observations of M32 in the 4000-6800 A spectral interval within a radial range of about 2re. These observations breach the gap between the center of M32 and the outer regions which have recently been resolved into stars. Using Bica and Alloin's spectral library we show by simple comparison that no globular cluster energy distribution matches the mean observed spectrum for any metallicity at any radial position. We then show that the addition of intermediate age populations allows an optimized solution that fits well the galaxy spectra. The conclusion that M32 is not an old single-age system akin to an overgrown globular cluster, nor a combination of such, is then inescapable in agreement with recent studies of its color-magnitude diagram. Next we use Pickles stellar library to obtain optimized solutions as function of position and thus evaluate the radial variation of age and metallicity. We find a well defined metallicity gradient Delta(Fe/H)/Delta log(r) = -0.25 +/- 0.07, for r greater than or = 15 sec (i.e., 50 pc), which is similar to that of giant ellipticals. But we find no evidence for a significant variation in the Fe/Mg ratio, or of age, with radius. We confirm the existence of radial gradients of individual spectral features and find, for the first time, a radial gradient of the Mg2 feature. The latter translates into a metallicity gradient compatible with the one we derive from spectral synthesis. The central region within r approximately 50 pc is peculiar in that most gradients appear only beyond this radial distance.
Couture Christian
Couture Jean
Hardy Eduardo
Joncas Gilles
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