capstone – beforerr

$\frac{T_{t, m}}{T_{t, e}} = (\frac{E_{m}}{E_{e}})^{1 / 4} (\frac{M_{m}}{M_{e}})^{- 1 / 6}$

with $T_{t, e} = 34 K$ and $T_{C O_{2}} (g a s | p = 0.1 a t m) > 180 K$

For $M_{m} = M_{e}$ and $T_{t, m} = 180 K$ we get $E_{c r i t} \geq 780 E_{\oplus}$

Assuming $E \propto M$ , then $M_{c r i t} \geq 5 \times 10^{8} M_{\oplus}$

$E_{c r i t} = 5 \times 10^{30} erg/s ≫ E_{\oplus} = 4 \times 10^{20} erg/s$