- #1
Jyrioffinland
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- TL;DR Summary
- The lower atmosphere absorbs green house gasses at certain frequencies, thus the Earth emits black body radiation at the temperature of -9F (-23C). But there are frequencies that CAN jump straight to space. Why don't they raise the BB temperature?
I have been searching for the answer yet – as I'm here – didn't find it.
The current model of climate warming says the lower parts of Earth's atmosphere don't allow the IR radiation to escape freely to the outer space because the GH gas molecules keep absorbing it virtually as soon as it's been emitted by another GH gas molecule.
That means the Earth can give out the excess heat by BB radiation only at higher altitudes (5+km), where there is no longer enough GH gasses present to block it. Also, the temperature there is much lower, thus there the BB radiation is less energetic, corresponding to the temperature of -9°F (-23°C).
But what happens to the near-surface IR radiation at the frequencies that can NOT be absorbed/emitted by the GH gasses? Shouldn't it raise the Earth's actual BB temperature?
Is it because it makes no (substantial) difference and can be excluded from the equations? Or is it just been omitted from the public (non-scientific) discussions to make it easier to understand?
[Note: Pop-sci YouTube link deleted by the Mentors]
The current model of climate warming says the lower parts of Earth's atmosphere don't allow the IR radiation to escape freely to the outer space because the GH gas molecules keep absorbing it virtually as soon as it's been emitted by another GH gas molecule.
That means the Earth can give out the excess heat by BB radiation only at higher altitudes (5+km), where there is no longer enough GH gasses present to block it. Also, the temperature there is much lower, thus there the BB radiation is less energetic, corresponding to the temperature of -9°F (-23°C).
But what happens to the near-surface IR radiation at the frequencies that can NOT be absorbed/emitted by the GH gasses? Shouldn't it raise the Earth's actual BB temperature?
Is it because it makes no (substantial) difference and can be excluded from the equations? Or is it just been omitted from the public (non-scientific) discussions to make it easier to understand?
[Note: Pop-sci YouTube link deleted by the Mentors]
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