But the Earth also absorbs some of the radiation, heating the Earth. At equilibrium that energy is later re-radiated. Crucially, that's at infrared frequencies, where greenhouse gases make the atmosphere somewhat opaque
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Intuitively, the GHGs makes the atmosphere a little like a one-way "blanket", allowing some energy through (at optical and UV frequencies), but making it harder for the infrared radiation to get back out again.
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The net effect is for the Earth to have to heat up a little extra, thus producing a little more infrared so that at equilibrium the total amount of energy escaping is the same as the total amount of energy incident.
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What I don't understand: the IR that's being blocked by the GHGs is energy which has already been absorbed by the Earth. So this shouldn't change the Earth's overall absorbivity, and I don't see how it could change the Earth's temperature.
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Replying to @michael_nielsen
Something I don't understand is whether the effect is due to the *fraction* of CO2 in the atmosphere or the *amount* of CO2 in the atmosphere. I've been wondering this after reading that the atmosphere may have been thicker in the past (http://pubs.acs.org/subscribe/archive/ci/30/i12/html/12learn.html …)
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Replying to @redblobgames
I've read - reliably, I think - that it depends on concentration on different altitudes.
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Replying to @michael_nielsen @redblobgames
@redblobgames and@michael_nielsen , I found this article useful. The amount of CO2 matters because it broadens the absorption bands and raises the altitude of the surface of last scattering, which has a lower temperature and lower emitting power. https://skepticalscience.com/saturated-co2-effect-advanced.htm …1 reply 0 retweets 2 likes -
There are many subtle or technical aspects to the whole problem, and I'm a little surprised I don't hear more conversations like these. I spent days mulling over these things before finding that article and a related figure of the fine-grained absorption bands.
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Replying to @PESimeon @redblobgames
I've also been a little frustrated. I can follow detailed model calculations, but filling out my physical intuition has taken quite a bit of time, and I'm surprised there's not more clear accounts. (Or maybe there are, and I've been looking in the wrong places.)
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That article, BTW, seems quite useful.
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Though I must admit the use of the term Plank law is both amusing and a little concerning.
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