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Fig. 2

Fig. 2 Refer to the following caption and surrounding text.

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Half-mass radius normalized to tidal radius as a function of mass predicted by the model (green line) for different model parameters. The dashed black like is the linear fit through Eq. (2) with its error band (gray shaded area). Panel a: model with Φ0=0.1 M1Mathematical equation: ${{\rm{\Phi }}_0} = 0.1{\rm{ M}}_ \odot ^{ - 1}$, α = 0.0, and mmax = 100 M and linear fit with β=1.43×103 M1Mathematical equation: $\beta = 1.43 \times {10^{ - 3}}{\rm{ M}}_ \odot ^{ - 1}$. Panel b: model with Φ0=0.01 M1Mathematical equation: ${{\rm{\Phi }}_0} = 0.01{\rm{ M}}_ \odot ^{ - 1}$, α = 0.0, and mmax = 100 M and linear fit with β=1.23×104 M1Mathematical equation: $\beta = 1.23 \times {10^{ - 4}}{\rm{ M}}_ \odot ^{ - 1}$. Panel c: model with Φ0=0.1 M1Mathematical equation: ${{\rm{\Phi }}_0} = 0.1{\rm{ M}}_ \odot ^{ - 1}$, α = −2.0, and mmax = 100 M and linear fit with β=1.72×103 M1Mathematical equation: $\beta = 1.72 \times {10^{ - 3}}{\rm{ M}}_ \odot ^{ - 1}$. Panel d: model with Φ0=0.1 M1Mathematical equation: ${{\rm{\Phi }}_0} = 0.1{\rm{ M}}_ \odot ^{ - 1}$ , α = 0.0, and mmax = 1.0 M and linear fit with β=1.16×103 M1Mathematical equation: $\beta = 1.16 \times {10^{ - 3}}{\rm{ M}}_ \odot ^{ - 1}$.

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