Rotation and convective core overshoot in θ Ophiuchi

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Table 1:

Summary of model properties.
ZAMS $v_{\rm eq}$	Final $v_{\rm eq}$	$\alpha _{\rm ov}$	$R_{\rm eq}$	R(40 $^{\circ}$ )	$R_{\rm p}/R_{\rm eq}$	$X_{\rm c}$	$T_{\rm eff}$	log $(L/L_{\odot}$ )
(km s^-1)	(km s^-1)		( $R_{\odot}$ )	( $R_{\odot}$ )			(K)
0	0	0	6.757	6.757	1.0000	0.160	21340	3.926
0	0	0.08	6.683	6.683	1.0000	0.203	21590	3.932
0	0	0.18	6.357	6.357	1.0000	0.281	22220	3.944
0	0	0.28	6.117	6.171	1.0000	0.322	22600	3.948
0	0	0.38	6.004	6.004	1.0000	0.356	22940	3.950
50	35	0	6.790	6.784	0.99850	0.158	21300	3.927
50	35	0.08	6.690	6.684	0.99845	0.203	21570	3.936
50	36	0.18	6.363	6.357	0.99836	0.281	22210	3.943
50	37	0.28	6.178	6.172	0.99832	0.322	22590	3.747
50	37	0.38	6.011	6.005	0.99327	0.356	22930	3.949
100	69	0	6.793	6.769	0.99389	0.160	21290	3.925
100	70	0.08	6.696	6.672	0.99377	0.205	21560	3.934
100	72	0.18	6.375	6.350	0.99352	0.282	22180	3.941
100	73	0.28	6.189	6.164	0.99325	0.324	22560	3.945
100	74	0.38	6.024	6.000	0.99312	0.357	22890	3.947
150	105	0	6.812	6.756	0.98608	0.163	21250	3.922
150	106	0.08	6.713	6.657	0.98582	0.208	21520	3.931
150	109	0.18	6.393	6.336	0.98528	0.285	22140	3.938
150	110	0.28	6.211	6.155	0.98473	0.326	22510	3.941
150	112	0.38	6.048	5.992	0.98445	0.360	22840	3.943
200	141	0	6.853	6.750	0.97504	0.165	21190	3.919
200	143	0.08	6.738	6.633	0.97459	0.212	21470	3.927
200	146	0.18	6.425	6.321	0.97318	0.288	22070	3.933
200	148	0.28	6.246	6.143	0.97270	0.329	22430	3.937
200	150	0.38	6.088	5.984	0.97170	0.362	22750	3.939

Source LaTeX | All tables | In the text

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