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Table 1:

Initial models M & SC.

M Pop. Z $M_{\rm He}$ $R_{\rm He}$ $E_{\rm B}$/ $k_{\rm B}T$ $\Gamma_{\rm cnv}$ $\Psi_{\rm cnv}$ $L_{\rm He}$ $L_{\rm H}$ $T_{\max}$ $r_{\max}$ $\rho_{\max}$
  $[\mbox{$M_\odot$ }]$     $[\mbox{$M_\odot$ }]$ $[10^9\mbox{\ cm}]$       $[10^9~\mbox{$L_\odot$ }]$ $[10^9~\mbox{$L_\odot$ }]$ $[10^8\mbox{\ K}]$ $[10^8\mbox{\ cm}]$ $[10^5\mbox{\ g~cm${}^{-3}$ }]$
M 1.25 I 0.02 0.47 1.91 <0.006 0.3 5 1.03 10-6 1.70 4.71 3.44
SC 0.85 III 0.00 0.5 5.45 <0.016 0.1 -2 0.004 0.07 2.04 11. 0.08

Notes. Total mass M, stellar population, metal content Z, mass $M_{\rm He}$ and radius $R_{\rm He}$ of the helium core, ratio of the binding energy of the electrons $E_{\rm B}$ in the helium core and of their thermal energy $k_{\rm B}T$, ratio of the Coulomb and thermal energy of the ions $\Gamma_{\rm cnv}$, electron degeneracy parameter in the convection zone $\Psi_{\rm cnv}$, nuclear energy production rate due to helium $L_{\rm He}$ and hydrogen $L_{\rm He}$ burning, temperature maximum $T_{\max}$, and radius $r_{\max}$ and density $\rho_{\max}$ at the temperature maximum.

Source LaTeX | All tables | In the text

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