sylas
Science Advisor
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Andre said:okay let's try again.
The anual evaporation is 440.103 km3 per year = 440,000 km3
the Earth surface is 148,300,000 sq km land + 361,800,000 sq km water = 510,100,000 sq km
So the average evaporation for the complete surface = 440,000 km3/510,100,000 km2 = 0,000863 km/year = 0.863 meters/year
This is a cube of 0,863 m3 per square meter, which is 863,000 cubic centimeters or grams water per year
So per second per square meter the evaporation is 863000 grams/(365*24*3600)=0.027 gram per square meter per second.
one gram of water requires http://www.usatoday.com/weather/wlatent.htm hence 0.028 gram requires 68.4 joule per second per square meter or 68.4 watt per square meter. Indeed I was off by some 10 watt but as far as I can see not by a factor 1000.
This is a measure of the latent heat energy flux. Your calculation of this is close, but it is using figures for the ocean only; neglecting evaporation over the land. This makes your result a little too small.
Basically, energy moves up from the surface of the Earth into the atmosphere by three means. Latent heat, convection, and radiation. There is also radiation coming back down from the atmosphere, but we can simply consider the difference between the upwards and downwards flux as the part of the energy moving up from the surface due to radiation.
There has been a fair bit of work on obtaining the various energy fluxes. A major reference is
- Trenberth, K.E., Fasullo, J.T., and Kiehl, J. (2009) http://ams.allenpress.com/archive/1520-0477/90/3/pdf/i1520-0477-90-3-311.pdf , in Bulletin of the AMS, Vol 90, pp 311-323.
Trenberth et al cites a number of estimates, and the diagram corresponds to 2.76 mm day−1. The surface area of the Earth is 5.1*108 km3. Hence this is using
2.76 *10-6 * 365 * 5.1*108 km3/year = 5.14*105 km3 per year
close to Andre's 4.4*105. The difference is the evaporation over the land.The more serious error is to describe this as feedback, as was explained many times in the other thread.
Consider what happens if we have a temperature rise, for any reason, in the above diagram. The immediate effect is an increase in radiation from the surface. The atmosphere adjusts rapidly to maintain the same lapse rate, so convection remains about the same; and there will be an increase in backradiation from the warmer atmosphere. This is all part of what is normally called the "non-feedback response", which we discussed in the thread already. It is the changes that arise only from temperature change, of the surface and of the atmosphere.
Now consider the knock on changes, which may be part of feedback loops. One effect will be a change in surface cover. Ice melting is the most obvious, but there can be other kinds of effects as well, as vegetation or land cover changes. The ice effect is a significant positive feedback; vegetation cover changes have less dramatic effects but over larger areas; it can be both positive and negative; but overall the surface cover effects are a positive feedback.
More significant, however, is the increased evaporation. This will increase latent heat flux by a small amount, which gives a more effecient transport of heat into the atmosphere. What Andre is missing -- and what he continuously missed in the previous thread as well, is that convection adjusts very rapidly to maintain the lapse rate. So if latent heat effects transport energy more effectively, convection will reduce to compensate. That is why you never find this described as a feedback in any actual scientific literature -- which, I might add, is a requirement for controversial ideas in this forum.
What is a genuine feedback, however, is at least three fold. The increased evaporation corresponds to increased specific humidity... more water in the atmosphere. This leads to:
- More greenhouse effect. Water is a very strong greenhouse gas, and this is a positive feedback.
- Less lapse rate. The moist lapse rate is weaker than a dry lapse rate, and a weaker lapse rate means that the upper atmosphere is warmer; and hence more effective at radiating into space. This is a negative feedback. The combination of lapse rate feedback and humidity feedback is much better constrained than either one individually; the errors tend to cancel. The humidity effect is significantly stronger; so overall this is positive feedback.
- Cloud changes. This one is the hardest to sort out. Cloud can be both a positive and a negative feedback, depending on the nature of the cloud. They are very good reflectors (negative feedback) and also very good greenhouse absorbers (positive feedback). We experience both these effects all the time. In daylight, a cloud shades you and cools. At night, a cloudy sky is invariably much warmer than a clear sky; this is basically a greenhouse effect. There's a lot of work sorting this out, and the effects vary from region to region.
Cheers -- sylas
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