New asymptotic giant branch models for a range of metallicities

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Volume 508 / No 3 (December IV 2009)

A&A, 508 3 (2009) 1343-1358

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Table B.1:

Same as Table 4, but for mixtures I and II (Table 1) with Z=0.04.
$M_{{\rm ZAMS}}$	No	$M_{\rm c}$ (1)	$M_{\rm c}$ (3du)	No	C/O $_{{\rm f}}$	M(f)	$M_{\rm c}$ (f)	No	No	TP-AGB lifetime (10³ yrs)
	TPs			TP $_{{\rm 3du}}$ (i)				TP $_{{\rm HBB}}$ (i)	TP $_{{\rm HBB}}$ (f)	$t_{{\rm mod}}$	$\approx t_{{\rm e}}$ (TPs)	$t_{{\rm TP}}$
Z = 0.04 / solar (mixture I)
1.0	2	0.504	-	-	0.381	0.514	0.510	-	-	244.754	-	245
1.2	4	0.513	-	-	0.356	0.524	0.521	-	-	311.523	-	311
1.5	6	0.513	-	-	0.331	0.533	0.531	-	-	523.002	-	523
1.6	7	0.510	-	-	0.334	0.544	0.536	-	-	705.362	0.5 (0)	706
1.8	10	0.496	-	-	0.323	0.539	0.537	-	-	1107.536	-	1108
2.0	13	0.481	-	-	0.322	0.552	0.552	-	-	1876.474	-	1876
2.6	15	0.528	0.566	10	0.449	1.037	0.587	-	-	999.657	28 (0)	1 028
3.0	10	0.596	0.605	4	0.507	0.976	0.628	-	-	402.750	14 (0)	417
4.0	8	0.750	0.751	2	0.583	1.988	0.751	-	-	86.755	31 (2)	118
5.0	16	0.810	0.812	2	0.444	2.573	0.829	-	-	94.703	44 (5)	139
6.0	26	0.893	0.893	1	0.455	3.333	0.908	6	17	74.350	48 (12)	86
Z = 0.04 / $\alpha$ -enhanced (mixture II)
1.0	2	0.505	-	-	0.163	0.516	0.510	-	-	235.332	-	235
1.2	3	0.512	-	-	0.154	0.523	0.520	-	-	333.567	-	334
1.5	5	0.518	-	-	0.139	0.539	0.535	-	-	466.447	-	466
1.6	6	0.514	-	-	0.150	0.698	0.536	-	-	576.262	16 (0)	592
1.8	8	0.504	-	-	0.134	0.538	0.536	-	-	856.256	-	856
2.0	13	0.494	-	-	0.135	0.590	0.552	-	-	1 394.989	4 (0)	1399
2.6	16	0.515	0.558	10	0.432	0.745	0.580	-	-	1 288.965	5 (0)	1294
3.0	13	0.574	0.587	5	0.442	0.912	0.613	-	-	617.336	9 (0)	626
4.0	8	0.750	0.749	1	0.234	1.795	0.763	-	-	96.381	26 (1)	122
5.0	15	0.830	0.830	1	0.225	2.919	0.845	-	-	77.211	52 (8)	129
6.0	25	0.935	0.935	1	0.219	3.351	0.946	4	18	54.590	48 (12)	103

Source LaTeX | All tables | In the text

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