S-Process in C-Rich S-Process in C-Rich EMPS: predictions EMPS: predictions versus observations versus observations Sara Bisterzo Sara Bisterzo (1) (1) Roberto Gallino Roberto Gallino (1) (1) Oscar Straniero Oscar Straniero (2) (2) I. I. Ivans I. I. Ivans (3, 4) (3, 4) and and Wako Aoki, Sean Ryan, Timoty C. Beers Wako Aoki, Sean Ryan, Timoty C. Beers (1) (1) Dipartimento di Fisica Generale , Università di Dipartimento di Fisica Generale , Università di Torino, 10125 (To) Italy Torino, 10125 (To) Italy (2) (2) Osservatorio Astronomico di Collurania – Teramo, Osservatorio Astronomico di Collurania – Teramo, 64100 64100 (3) (3) The Observatories of the Carnegie Institution of The Observatories of the Carnegie Institution of Washington, Pasadena, CA, (USA) Washington, Pasadena, CA, (USA) (4) (4) Princeton University Observatory, Princeton, NJ Princeton University Observatory, Princeton, NJ (USA) (USA)
28
Embed
S-Process in C-Rich EMPS: predictions versus observations Sara Bisterzo (1) Roberto Gallino (1) Oscar Straniero (2) I. I. Ivans (3, 4) and Wako Aoki, Sean.
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
S-Process in C-Rich EMPS: S-Process in C-Rich EMPS: predictions versus predictions versus
observationsobservationsSara Bisterzo Sara Bisterzo (1)(1)
Roberto Gallino Roberto Gallino (1)(1)
Oscar Straniero Oscar Straniero (2)(2)
I. I. Ivans I. I. Ivans (3, 4)(3, 4)
andandWako Aoki, Sean Ryan, Timoty C. BeersWako Aoki, Sean Ryan, Timoty C. Beers
(1)(1) Dipartimento di Fisica Generale , Università di Torino, Dipartimento di Fisica Generale , Università di Torino, 10125 (To) Italy10125 (To) Italy
(2) (2) Osservatorio Astronomico di Collurania – Teramo, 64100Osservatorio Astronomico di Collurania – Teramo, 64100 (3)(3)The Observatories of the Carnegie Institution of The Observatories of the Carnegie Institution of
Washington, Pasadena, CA, (USA) Washington, Pasadena, CA, (USA) (4)(4)Princeton University Observatory, Princeton, NJ (USA)Princeton University Observatory, Princeton, NJ (USA)
TP
Convective envelope
He-intershell
22Ne(a,n)25Mg
During the TDU (third dredge-up) p ingestion in the top of He-intershell (few protons).
At H-shell ignition 13C-pocket formation via 12C + p 13N + , and 13N()13CAt T~ 108 K 13C(a,n)16O in
To reproduce stars with both s+r enhancementsTo reproduce stars with both s+r enhancements
Different choice of initial chemical abundances of Eu in the progenitor clouds [Eu/Fe]ini from 0.5 to 1.5 and 2.0
Effect of pre r-enrichment in s-enhanced stars
Model with pre r-enrichment normalized to [Eu/Fe]ini = 2.0 in the parental cloud: the envelope abundances in these stars are predicted by mass transfer from the more massive AGB companion in a binary system which formed from a parental cloud already enriched in r elements.
r-process rich
AGB star model of M ≈ 1.3 Msun with [Fe/H] = - 2.60.
NO r-process rich
[Eu/Fe]ini = 2.0[Eu/Fe]ini = 0.0
Choice of initial abundances
The choice of the initial r-rich isotope abundances normalised to Eu is made considering the r-process solar prediction from Arlandini et al.1999.
1- Lead stars (C, s, Pb rich)1- Lead stars (C, s, Pb rich)2 – C and 2 – C and s+r richs+r rich Lead stars Lead stars
References1. J. A. Johnson, M. Bolte, ApJ 579, L87 (2002)2. W. Aoki, et al., ApJ 580, 1149 (2002)3. T. Sivarani, et al., A&A 413, 1073 (2004)4. J. A. Johnson, M. Bolte, ApJ 605, 462 (2004)5. W. Aoki, et al., ApJ 561, 346 (2001)6. S. Van Eck, S. Goriely, A. Jorissen, B. Plez, A&A 404, 291 (2003)7. S. Lucatello, et al., AJ 125, 875 (2003)
1.8*
8. J. G. Cohen, N. Christlieb, Y. Z. Quian, G. J. Wasserburg, ApJ 588, 1082 (2003)9. B. Barbuy, et al., A&A 429, 1031 (2005)11. I. Ivans et al., ApJ accepted (2005)
•[Eu/Fe] measured; **sigma(dil) = ± 0.2 dex
NOTE: Initial Mass are estimates dependent also on mass loss rates adopted
Teff = 5850 K
Teff = 6625 K
2 – C and s+r rich Lead stars2 – C and s+r rich Lead stars
0.0
Without r-process enhancement [Eu/Fe] ini = 0.0
With r-process enhancement [Eu/Fe] ini = 2.0
HE2148-1247 Cohen et al. 2003
Teff = 6380 K
Prediction updated
Extrinsic AGBs indicator
CS29497-030 Ivans et al. 2005
With r-process enhancement [Eu/Fe] ini = 2.0
Without r-process enhancement [Eu/Fe] ini = 0.0
Teff = 7000 K
The s elements enhancement in low-metallicity stars interpreted by mass transfer in binary systems (extrinsic AGBs). For extrinsic AGBs [Zr/Nb] ~ 0. Instead, for intrinsic AGBs [Zr/Nb] ~ – 1.
Zr over Nb: Intrinsic or Extrinsic AGBs
M ≈ 1.3 Msun
[Fe/H] = -2.60
Fig. 2s-process path
Case ST*2[Eu/Fe]ini = 2.0
Without r-process enhancement [Eu/Fe] ini = 0.0
With r-process enhancement [Eu/Fe] ini = 1.5
CS29497-34 Barbuy et al. 2005
Teff = 4800 K
Without r-process enhancement [Eu/Fe] ini = 0.0
With r-process enhancement [Eu/Fe] ini = 1.8
CS31062-050 Aoki et al. 2002
Teff = 5600 K
With r-process enhancement [Eu/Fe] ini = 1.8
Teff = 5500 K
Barklem et al. 2005: s-enhanced starsBarklem et al. 2005: s-enhanced stars
CONCLUSIONS:CONCLUSIONS:The spectroscopic abundances of low-The spectroscopic abundances of low-
metallicity s- and r-process enriched stars metallicity s- and r-process enriched stars are interpreted using theoretical AGB are interpreted using theoretical AGB models (FRANEC CODE),models (FRANEC CODE), with an initial with an initial composition already enriched in r elements composition already enriched in r elements from the parental cloud from which the from the parental cloud from which the binary system was formed.binary system was formed.
[Zr/Nb] is an indicator of an extrinsic AGB in [Zr/Nb] is an indicator of an extrinsic AGB in a binary system: [Zr/Nb] ~ 0 for an extrinsic a binary system: [Zr/Nb] ~ 0 for an extrinsic AGB, [Zr/Nb] ~ AGB, [Zr/Nb] ~ –– 1 for an intrinsic AGB. 1 for an intrinsic AGB.
Spectroscopic determination of [Na/Fe] and Spectroscopic determination of [Na/Fe] and [Mg/Fe] permits an estimate of the initial [Mg/Fe] permits an estimate of the initial AGB stellar mass.AGB stellar mass.
CONCLUSIONS:CONCLUSIONS: Open ProblemOpen Problem: the strong discrepancy of C : the strong discrepancy of C
and N predictions with respect to and N predictions with respect to observations may be reconciled:observations may be reconciled:
(1)(1) by introducing the effect of cool bottom by introducing the effect of cool bottom process (CBP) in the TP-AGB phase (*);process (CBP) in the TP-AGB phase (*);
(2)(2) for N and [Fe/H] < -2.3, by the effect of for N and [Fe/H] < -2.3, by the effect of Huge First TDU (see Gallino presentation).Huge First TDU (see Gallino presentation).
(3)(3) Uncertainties in the spectroscopic Uncertainties in the spectroscopic abundances of C, N, O, Na, Mg abundances of C, N, O, Na, Mg M. M. Asplund, ARAA 2005Asplund, ARAA 2005
(*) Nollett, K. M., Busso, M., Wasserburg, G. J., ApJ 582, 1036 (2003);Wasserburg, G. J., Busso, M., Gallino, R., Nollett, K. M., (2006), Nucl. Physics, in press.