[Paper Review] Evolution of CNO abundances in the Universe
This paper reviews the latest stellar yields of CNO elements, emphasizing the impact of rotation and mass loss on nucleosynthesis. It demonstrates that rotating stars produce primary nitrogen, while non-rotating stars yield secondary nitrogen, and shows that observed C/O and N/O ratios in the Milky Way and extragalactic systems require late carbon sources and low star formation efficiencies to explain plateau-like abundance trends at low metallicities.
After summarizing the most important features of current stellar yields of CNO elements (including recent results concerning rotating and mass losing stars) I discuss how these yields may help to interpret relevant observations in the local Galaxy, the Milky Way disk and extragalactic systems (extragalactic HII regions and DLAs).
Motivation & Objective
- To synthesize recent advances in stellar yields of CNO elements, particularly focusing on rotating and mass-losing stars.
- To interpret observed CNO abundance patterns in the solar neighborhood, the Milky Way disk, and extragalactic systems such as HII regions and DLAs.
- To assess the role of primary vs. secondary nitrogen production and the need for late carbon sources in galactic chemical evolution.
- To evaluate the implications of observed abundance plateaus in N/O and C/O for star formation efficiency and evolutionary timescales in low-metallicity systems.
Proposed method
- Uses updated stellar yield models from van den Hoek & Grownewegen (1997), Woosley & Weaver (1995), and Meynet & Maeder (2002), including metallicity-dependent yields.
- Compares non-rotating and rotating stellar models to isolate the effects of rotational mixing on nitrogen production.
- Applies galactic chemical evolution (GCE) models with varying star formation efficiencies to simulate observed abundance trends in O/H space.
- Analyzes observational data on C/O and N/O ratios in HII regions, DLAs, and Milky Way stars to test model predictions.
- Evaluates the consistency of observed abundance plateaus with theoretical models of primary nitrogen from intermediate-mass stars and secondary nitrogen from massive stars.
- Uses the observed decline in O/Fe with increasing metallicity to infer the role of Type Ia supernovae as a late iron source in the disk phase.
Experimental results
Research questions
- RQ1How do rotational mixing and mass loss affect the yields of CNO elements, particularly nitrogen, in stars of different masses and metallicities?
- RQ2What determines whether nitrogen is produced as a primary or secondary element in stellar populations?
- RQ3Why do N/O and C/O abundance ratios exhibit plateau-like behavior at low metallicities in extragalactic systems?
- RQ4Can simple galactic chemical evolution models with varying star formation efficiency reproduce the observed abundance trends in HII regions and DLAs?
- RQ5What are the implications of the observed C/O and N/O plateaus for the timing and efficiency of star formation in low-metallicity galaxies?
Key findings
- Rotating stars of all masses produce primary nitrogen via rotational mixing, especially prominent at low metallicities and in intermediate-mass stars.
- Non-rotating stars produce nitrogen as secondary, while hot-bottom burning in intermediate-mass stars leads to nearly primary nitrogen yields.
- The observed plateau in N/O at low O/H (log(O/H) < -4) is best explained by systems with low star formation efficiency and sufficient age for intermediate-mass stars to contribute.
- The plateau in C/O at low O/H is consistent with a late source of carbon, but not a secondary behavior, suggesting a delayed or distinct carbon production mechanism.
- The high N/O values in HII regions and some DLAs at low metallicities are attributed to contributions from intermediate-mass stars, while low N/O values in other DLAs indicate younger systems dominated by massive stars.
- The observed decline in O/Fe with increasing metallicity in the solar neighborhood supports the role of Type Ia supernovae as a late iron source, with timescale constraints of ~1 Gyr.
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This review was created by AI and reviewed by human editors.