Andre said:
Doesn't that indicate that -assuming dynamic equilibrium- the evaporation rate has to be equal to the precipitation rate? Wouldn't a 7% higher evaporation rate require a 7% higher energy level used? I.E. 86.5 W/m2 versus 80 W/m2 in the observed period? Now how does this relate to the 3.7 W/m2 of doubling CO2?
Honestly, we've been going over this several times now. In this thread, YOU stated that
Andre said:
A: What is the basic climate sensitivity (Planck response) of doubling the CO2 concentration?
B: How is that modified by possible feedbacks?
so we were going to discuss the phenomena of feedback in this thread.
Now you come up again with your evaporation rate, which, as we've explained several times again, has nothing to do with the humidity per se.
But to reiterate the answer you already got, heat transport in the lower troposphere consists of 2 contributions:
- radiative
- convective
Convective itself consists of 2 contributions:
- heat as "warmer gas"
- latent heat
In the lower troposphere, the most important part of heat transport is actually convective.
The TOTAL heat flux has to be so that the lapse rate is re-established, because that's what drives convection. There is a strong negative feedback in the troposphere that restores the lapse rate:
If the lapse rate is softer than the adiabatic lapse rate (that is, if temperature doesn't diminish "fast enough" with altitude), then convection stops, strongly diminishing the total heat transport. That means that lower layers get a lot of extra heat that they cannot get rid of through heat transport, and hence heat up, as such increasing lapse rate (==> negative feedback: initially diminishing lapse rate causes increase in lapse rate).
If the lapse rate is stronger than adiabatic, that means that higher layers are much colder, and hence much denser, than they should be in "equilibrium" (adiabatic) conditions. Hence they "fall down", while lower layers are much hotter (and hence much lighter) than they ought to be ==> very strong drive of convection, increased heat transport and hence tendency to cool down lower layers and heat up higher layers ==> lapse rate diminishes ==> negative feedback again, because initial stronger lapse rate is now diminished.
Convection is hence a very strong feedback mechanism that keeps the lapse rate on the adiabatic lapse rate, no matter what.
Now, what happens when there is more evaporation at the surface, is that the latent heat component increases (that's what you calculate). At identical convection rate, this would mean: more heat transport (that's what you calculate). But then the strong negative feedback sets in: this stronger heat transport would make the lapse rate softer. So convection will "slow down" to restore the lapse rate. You can still have your higher latent heat transport, but it will be compensated by a slower convection and hence less "normal" heat transport.
And that doesn't stop you from having more precipitation, because of course with more evaporation must come also more precipitation. And in fact, you don't even need MORE evaporation, you can have in principle ANY evaporation rate and still have higher humidity levels. Because of the strong negative feedback by convection in the troposphere for every attempt at deviation from the adiabatic lapse rate.
In other words, the humidity in the air determines the ratio of heat transport through convection of latent heat and heat transport through convection of normal heat (warm air). This balance can go one way or another, and is determined by other elements, and has nothing to do with the overall heat transport. More of one will automatically mean less of the other, so that the total sum remains OK, because of the strong convective feedback mechanism in the troposphere.I tried to take opportunity from this "feedback" thread to re-iterate the explanation we've given before already a few times, this time in a "feedback" frame.