sol invictus
Philosopher
- Joined
- Oct 21, 2007
- Messages
- 8,613
I have a simple question about the greenhouse effect. It may or may not have a simple answer. I apologize in advance if this has been discussed here before; if so, a link to point me to the right thread would be greatly appreciated.
My cartoonish understanding of the greenhouse effect is the following: certain gases (such as CO2 and water vapor) absorb more in the IR than they do in the visible. So when sunlight comes to the earth a little gets absorbed and re-radiated into space, but most gets through and strikes the earth. It is then re-radiated in the IR (at the much lower temperature of the earth), which means much more of it is absorbed and re-radiated back to the earth by the atmosphere than was reflected when it originally came in from the sun.
So in other words the atmosphere is more opaque to radiation coming from the earth than it is to radiation coming from the sun. It acts very roughly like a barrier made of one-way glass, and so if you increase the greenhouse gas concentration and make that effect stronger, the earth warms. Simple enough.
But here's where I get stuck. Gases absorb only in certain frequency bands. The most they can possibly do is be completely opaque in a certain band. As the concentration of the gas increases, the opacity at that band increases too, but it saturates at 1. So cranking up the amount of CO2 in the atmosphere (by this simple logic) will have less and less effect as the concentration gets higher and higher.
Now of course these absorption bands are broadened by doppler effects, but those fall off very rapidly with frequency, so increasing the concentration at fixed temperature really doesn't seem to do much even taking that into account (past a certain point at least). And it seems (based on the current concentration of CO2) that we should already be close to that point - in other words that the absorption is already quite significant at current CO2 levels.
Is this wrong somehow? Is it just that non-linear feedback effects in the climate more than compensate for this... maybe because water vapor is more important than C02? Or am I missing something basic?
My cartoonish understanding of the greenhouse effect is the following: certain gases (such as CO2 and water vapor) absorb more in the IR than they do in the visible. So when sunlight comes to the earth a little gets absorbed and re-radiated into space, but most gets through and strikes the earth. It is then re-radiated in the IR (at the much lower temperature of the earth), which means much more of it is absorbed and re-radiated back to the earth by the atmosphere than was reflected when it originally came in from the sun.
So in other words the atmosphere is more opaque to radiation coming from the earth than it is to radiation coming from the sun. It acts very roughly like a barrier made of one-way glass, and so if you increase the greenhouse gas concentration and make that effect stronger, the earth warms. Simple enough.
But here's where I get stuck. Gases absorb only in certain frequency bands. The most they can possibly do is be completely opaque in a certain band. As the concentration of the gas increases, the opacity at that band increases too, but it saturates at 1. So cranking up the amount of CO2 in the atmosphere (by this simple logic) will have less and less effect as the concentration gets higher and higher.
Now of course these absorption bands are broadened by doppler effects, but those fall off very rapidly with frequency, so increasing the concentration at fixed temperature really doesn't seem to do much even taking that into account (past a certain point at least). And it seems (based on the current concentration of CO2) that we should already be close to that point - in other words that the absorption is already quite significant at current CO2 levels.
Is this wrong somehow? Is it just that non-linear feedback effects in the climate more than compensate for this... maybe because water vapor is more important than C02? Or am I missing something basic?
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