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This article has an erratum: [https://doi.org/10.1051/0004-6361/201528031e]


Table A.3

Parameters of fundamental mode pulsation for models entering and exiting IS for Z = 0.002.

Entering stage Exiting stage
Xing M ini log t P M log Teff log L Y c V e N/C N/O log Δt P log Teff log L Y c V e
[M] [yr] [d] [M] [K] [L] [km s-1] num num [yr] [d] [K] [L] [km s-1]

ωini = 0.0
1 1.7 9.048 0.156 1.70 3.875 1.518 0.998 0.0 0.247 0.132 6.662 0.213 3.827 1.498 0.998 0.0
1 2.0 8.844 0.243 2.00 3.860 1.756 0.998 0.0 0.247 0.132 6.047 0.319 3.817 1.728 0.998 0.0
1 2.5 8.589 0.431 2.50 3.846 2.084 0.998 0.0 0.247 0.132 5.461 0.572 3.800 2.047 0.998 0.0
1 3.0 8.395 0.680 3.00 3.836 2.351 0.998 0.0 0.247 0.132 5.067 0.914 3.788 2.310 0.998 0.0
2 3.0 8.460 1.697 2.99 3.770 2.560 0.467 0.0 1.22 0.371 6.886 1.233 3.824 2.620 0.306 0.0
3 3.0 8.487 1.378 2.98 3.822 2.670 0.110 0.0 1.22 0.371 6.208 1.543 3.820 2.720 0.231 0.0
4 3.0 8.491 1.422 2.98 3.822 2.684 0.128 0.0 1.22 0.371 6.260 2.189 3.766 2.672 0.055 0.0
1 4.0 8.106 1.296 4.00 3.834 2.780 0.998 0.0 0.247 0.132 4.642 1.984 3.768 2.729 0.998 0.0
2 4.0 8.147 3.391 3.98 3.755 2.950 0.595 0.0 0.990 0.326 6.140 2.317 3.809 2.985 0.519 0.0
3 4.0 8.187 2.996 3.97 3.804 3.100 0.017 0.0 0.990 0.326 5.137 4.792 3.744 3.077 0.008 0.0
1 5.0 7.898 2.601 5.00 3.803 3.098 0.998 0.0 0.247 0.132 4.109 3.672 3.753 3.064 0.998 0.0
2 5.0 7.926 6.179 4.98 3.740 3.268 0.707 0.0 0.861 0.303 5.707 3.835 3.802 3.296 0.690 0.0
3 5.0 7.968 5.527 4.96 3.784 3.407 0.004 0.0 0.861 0.303 4.376 8.505 3.729 3.376 0.001 0.0
1 7.0 7.609 6.572 7.00 3.780 3.596 0.997 0.0 0.247 0.132 3.598 9.984 3.725 3.558 0.997 0.0
2 7.0 7.626 19.26 6.97 3.702 3.772 0.770 0.0 0.920 0.314 4.321 10.32 3.772 3.788 0.765 0.0
3 7.0 7.665 11.79 6.94 3.768 3.837 0.000 0.0 0.920 0.314 3.727 20.09 3.701 3.787 0.000 0.0
1 9.0 7.413 13.19 8.99 3.765 3.973 0.995 0.0 0.247 0.132 3.363 22.30 3.700 3.932 0.994 0.0
2 9.0 7.426 42.55 8.90 3.680 4.141 0.768 0.0 1.05 0.335 3.859 20.31 3.761 4.162 0.765 0.0
3 9.0 7.461 22.59 8.89 3.752 4.169 0.000 0.0 1.05 0.335 3.601 42.84 3.684 4.164 0.000 0.0
1 12.0 7.233 44.00 11.92 3.749 4.587 0.005 0.0 0.247 0.132 3.739 102.2 3.650 4.527 0.002 0.0
1 15.0 7.094 73.33 14.81 3.740 4.858 0.010 0.0 0.247 0.132 3.890 179.4 3.627 4.792 0.005 0.0
ωini = 0.5
1 1.7 9.139 0.193 1.70 3.868 1.621 0.998 76.9 0.608 0.252 6.761 0.276 3.818 1.609 0.998 61.8
1 2.0 8.935 0.305 2.00 3.857 1.877 0.998 60.9 0.702 0.284 6.194 0.428 3.808 1.855 0.998 48.8
1 2.5 8.671 0.562 2.50 3.839 2.204 0.998 42.4 0.808 0.320 5.482 0.770 3.792 2.174 0.998 33.9
1 3.0 8.473 0.823 3.00 3.841 2.478 0.998 35.6 0.992 0.378 5.197 1.256 3.778 2.434 0.998 26.2
2 3.0 8.533 2.655 2.97 3.761 2.753 0.298 13.1 4.17 0.853 6.849 3.174 3.756 2.816 0.113 3.9
3 3.0 8.543 3.317 2.97 3.756 2.839 0.152 4.3 4.17 0.853 5.801 3.280 3.754 2.827 0.110 5.8
4 3.0 8.545 3.844 2.96 3.749 2.887 0.221 23.9 4.17 0.853 6.025 3.534 3.750 2.848 0.128 24.5
1 4.0 8.181 1.791 4.00 3.816 2.883 0.998 23.9 1.30 0.451 4.551 2.636 3.760 2.844 0.998 17.8
2 4.0 8.206 4.334 3.99 3.746 3.032 0.728 13.9 3.90 0.832 6.243 2.940 3.801 3.079 0.641 12.8
3 4.0 8.242 4.720 3.96 3.794 3.288 0.070 3.6 3.90 0.832 5.560 8.407 3.729 3.287 0.039 5.5
1 5.0 7.971 3.171 5.00 3.804 3.208 0.998 18.4 1.72 0.542 4.184 4.884 3.745 3.169 0.997 13.0
2 5.0 7.983 7.320 4.99 3.733 3.322 0.882 13.7 4.15 0.863 5.651 4.610 3.793 3.353 0.852 15.3
3 5.0 8.027 9.153 4.95 3.776 3.625 0.016 3.6 4.15 0.863 4.726 15.48 3.717 3.614 0.009 3.8
1 7.0 7.677 8.321 7.00 3.785 3.736 0.994 10.1 2.60 0.676 3.977 15.31 3.712 3.710 0.992 6.5
2 7.0 7.682 20.99 6.99 3.703 3.825 0.935 16.9 5.49 0.961 4.166 11.24 3.773 3.842 0.933 30.3
3 7.0 7.722 16.81 6.94 3.764 3.996 0.000 20.4 5.49 0.961 3.748 33.51 3.690 3.985 0.000 9.9
1 9.0 7.524 31.83 8.97 3.751 4.338 0.000 5.1 3.52 0.780 3.774 63.90 3.668 4.324 0.000 3.6
1 12.0 7.302 62.44 11.89 3.743 4.725 0.158 4.8 4.06 0.849 3.794 147.4 3.637 4.656 0.000 2.6
1 15.0 7.166 95.53 14.75 3.731 4.943 0.000 3.8 4.25 0.895 4.101 271.4 3.616 4.943 0.000 1.
ωini = 0.9
1 1.7 9.197 0.187 1.70 3.867 1.632 0.998 136.6 5.60 0.659 6.926 0.277 3.814 1.614 0.998 104.9
1 2.0 8.958 0.300 2.00 3.850 1.862 0.998 107.2 4.10 0.653 6.320 0.415 3.804 1.836 0.998 88.1
1 2.5 8.688 0.509 2.50 3.840 2.168 0.998 82.0 4.82 0.756 5.660 0.700 3.792 2.132 0.998 64.6
1 3.0 8.495 0.821 3.00 3.830 2.433 0.998 51.2 6.65 0.880 5.150 1.127 3.781 2.393 0.998 41.3
2 3.0 8.545 2.050 2.98 3.769 2.654 0.532 17.6 15.4 1.11 7.208 3.057 3.756 2.800 0.200 17.5
1 4.0 8.195 1.522 4.00 3.815 2.797 0.998 46.2 10.5 1.07 4.553 2.051 3.769 2.756 0.997 36.7
2 4.0 8.200 2.590 4.00 3.760 2.847 0.967 53.8 15.8 1.18 5.688 1.826 3.810 2.882 0.960 66.9
3 4.0 8.263 4.576 3.97 3.790 3.266 0.0150 37.9 15.8 1.18 5.130 8.021 3.722 3.247 0.006 24.5
1 5.0 8.049 8.647 5.00 3.777 3.612 0.002 22.7 16.7 1.21 4.260 15.26 3.709 3.575 0.000 13.6
1 7.0 7.759 21.04 6.99 3.761 4.093 0.000 13.5 33.5 1.42 4.260 21.84 3.761 4.114 0.000 14.5
2 7.0 7.760 20.62 6.99 3.763 4.093 0.000 14.5 34.1 1.42 4.260 38.83 3.679 4.029 0.000 7.5
1 9.0 7.577 37.59 8.97 3.755 4.434 0.000 8.2 53.6 1.58 4.156 97.40 3.649 4.465 0.000 4.1
1 12.0 7.351 79.21 11.84 3.741 4.821 0.003 7.7 55.7 1.59 3.799 196.0 3.627 4.751 0.000 3.9
1 15.0 7.213 125.3 14.61 3.735 5.066 0.075 6.0 48.1 1.70 4.103 329.3 3.628 5.039 0.066 3.

Notes.

(*)

Model returns to same side of IS before crossing next expected boundary.

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