A SIMPLE MULTISTAGE CLOSED-(BOX plus RESERVOIR) MODEL OF CHEMICAL EVOLUTION

被引:9
作者
Caimmi, R. [1 ]
机构
[1] Univ Padua, Dipartimento Astron, I-35122 Padua, Italy
关键词
galaxies: evolution; stars: formation; stars: evolution; G-DWARF PROBLEM; METAL-POOR STARS; SOLAR NEIGHBORHOOD; GALAXY FORMATION; GALACTIC BULGE; MILKY-WAY; COSMOLOGICAL SIMULATIONS; METALLICITY DISTRIBUTION; LINEAR-REGRESSION; OXYGEN ABUNDANCES;
D O I
10.2298/SAJ1183037C
中图分类号
P1 [天文学];
学科分类号
0704 ;
摘要
Simple closed-box (CB) models of chemical evolution are extended on two respects, namely (i) simple closed-(box+reservoir) (CBR) models allowing gas outflow from the box into the reservoir (Hartwick 1976) or gas inflow into the box from the reservoir (Caimmi 2007) with rate proportional to the star formation rate, and (ii) simple multistage closed-(box+reservoir) (MCBR) models allowing different stages of evolution characterized by different inflow or outflow rates. The theoretical differential oxygen abundance distribution (TDOD) predicted by the model maintains close to a continuous broken straight line. An application is made where a fictitious sample is built up from two distinct samples of halo stars and taken as representative of the inner Galactic halo. The related empirical differential oxygen abundance distribution (EDOD) is represented, to an acceptable extent, as a continuous broken line for two viable [O/H]-[Fe/H] empirical relations. The slopes and the intercepts of the regression lines are determined, and then used as input parameters to MCBR models. Within the errors (-/+sigma), regression line slopes correspond to a large inflow during the earlier stage of evolution and to low or moderate outflow during the subsequent stages. A possible inner halo - outer (metal-poor) bulge connection is also briefly discussed. Quantitative results cannot be considered for applications to the inner Galactic halo, unless selection effects and disk contamination are removed from halo samples, and discrepancies between different oxygen abundance determination methods are explained.
引用
收藏
页码:37 / 61
页数:25
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