- Jupiter: 124 K (167 K)
- Saturnus: 95 K (138 K)
- Uranus: 59 K (79 K)
- Neptunus: 59 K (70 K)
which we can identify as temperatures attained at a pressure of about 0.3 bar (with those at 1 bar in parenthesis).
We compare with a bolometric temperature of the Earth + atmosphere assuming an irradiance of 200 W/m2 = 240 W/m2 absorbed from the Sun (with albedo 0.3) minus 40 W/m2 radiated through the atmospheric window directly from the Earth surface, which equals (200/5.66)^0.25 x 10^2 = 243 K. This is close to the temperature of the Earth atmosphere at 0.3 bar.
We compare with a bolometric temperature of the Earth + atmosphere assuming an irradiance of 200 W/m2 = 240 W/m2 absorbed from the Sun (with albedo 0.3) minus 40 W/m2 radiated through the atmospheric window directly from the Earth surface, which equals (200/5.66)^0.25 x 10^2 = 243 K. This is close to the temperature of the Earth atmosphere at 0.3 bar.
We thus find evidence that the bolometric temperature of a planet including atmosphere, is close to the minimum temperature attained at a pressure of about 0.3 bar, which we may view to define the "outer boundary" of the planet plus atmosphere.
The internal temperature including the temperature of a planet surface would then be determined by the bolometric temperature and a lapse rate specified by thermodynamics, both being independent of the specific radiative properties of the atmosphere, thus supporting the idea of zero greenhouse gas effect.
Very good! It could be that one has to integrate the radiation from an entire range of altitudes and that it happens to fit the 0.3 bar temperature very well.
SvaraRadera