Table 2: Model parameters (L_*, $\ensuremath {T_{{\rm eff}}}$ and P) of both constant-opacity models (prefix "R'') and Planck mean models (prefix "P''). Columns 5 and 6 give the stellar radius, calculated from L_* and $\ensuremath {T_{{\rm eff}}}$ (Eq. (8)), and the gravitational acceleration at the location of the photosphere. The last column shows the fraction of the stellar mass contained in the model domain of the initial model for constant-opacity models and Planck mean models (the latter averaged over the carbon/oxygen ratios used), respectively. The stellar mass M_* is set to $1.0~M_{\odot}$ in all models. The remaining two (out of totally six) model parameters, the carbon/oxygen ratio $\ensuremath {\varepsilon _{{\rm C}}/\varepsilon _{{\rm O}}}$ and the piston velocity amplitude $\Delta {u}_{\rm p}$ are specified in Tables 4-6 (Sects. 4 and 5.1).
Model L_* $\ensuremath {T_{{\rm eff}}}$ P R_* $\log g_*$ $M_{{\rm e}}/M_*$

R-/P- $[L_{\odot}]$ $[\mbox{K}]$ $[\mbox{d}]$ $[R_{\odot}]$ [%]

07F $7.0\times10^3$ 2880 390 336 -0.61 13; 0.16

10F $1.0\times10^4$ 2790 525 428 -0.82 17; 0.16

10G $1.0\times10^4$ 2790 653 428 -0.82 17; 0.16

13F $1.3\times10^4$ 2700 650 521 -0.99 20; 0.19

13G $1.3\times10^4$ 2700 841 521 -0.99 20; 0.19

**Table 2:** Model parameters (L_*, $\ensuremath {T_{{\rm eff}}}$ and P) of both constant-opacity models (prefix "R'') and Planck mean models (prefix "P''). Columns 5 and 6 give the stellar radius, calculated from L_* and $\ensuremath {T_{{\rm eff}}}$ (Eq. (8)), and the gravitational acceleration at the location of the photosphere. The last column shows the fraction of the stellar mass contained in the model domain of the initial model for constant-opacity models and Planck mean models (the latter averaged over the carbon/oxygen ratios used), respectively. The stellar mass M_* is set to $1.0~M_{\odot}$ in all models. The remaining two (out of totally six) model parameters, the carbon/oxygen ratio $\ensuremath {\varepsilon _{{\rm C}}/\varepsilon _{{\rm O}}}$ and the piston velocity amplitude $\Delta {u}_{\rm p}$ are specified in Tables 4-6 (Sects. 4 and 5.1).
Model	L_*	$\ensuremath {T_{{\rm eff}}}$	P	R_*	$\log g_*$	$M_{{\rm e}}/M_*$
R-/P-	$[L_{\odot}]$	$[\mbox{K}]$	$[\mbox{d}]$	$[R_{\odot}]$		[%]

07F	$7.0\times10^3$	2880	390	336	-0.61	13; 0.16
10F	$1.0\times10^4$	2790	525	428	-0.82	17; 0.16
10G	$1.0\times10^4$	2790	653	428	-0.82	17; 0.16
13F	$1.3\times10^4$	2700	650	521	-0.99	20; 0.19
13G	$1.3\times10^4$	2700	841	521	-0.99	20; 0.19

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