How sensitive is our climate?
What the science says...
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Net positive feedback is confirmed by many different lines of evidence. |
Climate Myth...
Climate sensitivity is low
"His [Dr Spencer's] latest research demonstrates that – in the short term, at any rate – the temperature feedbacks that the IPCC imagines will greatly amplify any initial warming caused by CO2 are net-negative, attenuating the warming they are supposed to enhance. His best estimate is that the warming in response to a doubling of CO2 concentration, which may happen this century unless the usual suspects get away with shutting down the economies of the West, will be a harmless 1 Fahrenheit degree, not the 6 F predicted by the IPCC." (Christopher Monckton)
Climate sensitivity is the estimate of how much the earth's climate will warm in response to the increased greenhouse effect if we double the amount of carbon dioxide in the atmosphere. This includes feedbacks which can either amplify or dampen that warming. This is very important because if it is low, as some climate 'skeptics' argue, then the planet will warm slowly and we will have more time to react and adapt. If sensitivity is high, then we could be in for a very bad time indeed.
There are two ways of working out what climate sensitivity is. The first method is by modelling:
Climate models have predicted the least temperature rise would be on average 1.65°C (2.97°F) , but upper estimates vary a lot, averaging 5.2°C (9.36°F). Current best estimates are for a rise of around 3°C (5.4°F), with a likely maximum of 4.5°C (8.1°F).
The second method calculates climate sensitivity directly from physical evidence, by looking at climate changes in the distant past:
Various paleoclimate-based equilibrium climate sensitivity estimates from a range of geologic eras. Adapted from PALEOSENS (2012) Figure 3a by John Cook.
These calculations use data from sources like ice cores to work out how much additional heat the doubling of greenhouse gases will produce. These estimates are very consistent, finding between 2 and 4.5°C global surface warming in response to doubled carbon dioxide.
It’s all a matter of degree
All the models and evidence confirm a minimum warming close to 2°C for a doubling of atmospheric CO2 with a most likely value of 3°C and the potential to warm 4.5°C or even more. Even such a small rise would signal many damaging and highly disruptive changes to the environment. In this light, the arguments against reducing greenhouse gas emissions because of climate sensitivity are a form of gambling. A minority claim the climate is less sensitive than we think, the implication being we don’t need to do anything much about it. Others suggest that because we can't tell for sure, we should wait and see.
In truth, nobody knows for sure quite how much the temperature will rise, but rise it will. Inaction or complacency heightens risk, gambling with the entire ecology of the planet, and the welfare of everyone on it.
Basic rebuttal written by GPWayne
Update July 2015:
Here is the relevant lecture-video from Denial101x - Making Sense of Climate Science Denial
Last updated on 5 July 2015 by skeptickev. View Archives
Definition of Radiative Forcing: The idea here is that increased solar radiance or increases in CO2 concentration affect the balance of radiation entering/leaving the climate system -- and will result in a response at the "top of the atmosphere" or - tos - which is typically taken to be at the tropopause which separates the troposphere and the stratosphere. Feedbacks are in response to this change.
Definition of Climate Sensitivity: The above definition of climate sensitivity is however for the Charney Climate Sensitivity that takes into account the fast feedbacks, e.g., water vapor, clouds, sea ice, etc., but omits the slow feedbacks associated with changes in vegitation, feedbacks due to the carbon cycle and ice sheets -- the latter of which are land-based.
Definition of Efficacy: Why Efficacies of Different Forcings are Different: For more on radiative forcing and related concepts please see:
Chapter 2: Changes in Atmospheric Constituents and in Radiative Forcing
http://www.ipcc.ch/publications_and_data/ar4/wg1/en/ch2.html
Note: calculations performed by climate models do not involve the concepts of forcing, climate sensitivity or efficacy. The calculations of climate models are themselves based up the physics. Analysis in terms of forcings, climate sensitivity and efficacy only come afterward -- as a means of conceptualizing the results for the ease of our understanding.
Thanks for taking the time to put together such a thorough comment. It's appreciated.
The Yooper
Climate sensitivity is an idea used to encapsulate how the planet IN A PARTICULAR CONFIGURATION - temperature, distribution of land masses, ocean currents, air movements, ice cover, vegetation patterns etc - will respond to a change in radiative forcing from whatever source - GH Gases, Solar changes, Aerosols.
So Climate sensitivity will certainly be different at different times. In fact sensitivity to a warming pressure would likely be different to the sensitivity to a cooling pressure in the same climate. So sensitivity to a warming pressure at the bottom of an ice age would be higher than at the top of the ice age; with ice down to lower latitudes, any retreat of that ice due to temp rise exposes a larger area of land and sea and thus has a bigger effect on albedo than the same distance of retreat when the ice is only at higher latitudes. However given the thickness of the ice sheets, the time lags in responding to the warming will be large as it takes time for the ice to melt away. Conversely sensitivity to a cooling pressure coming out of an inter-glacial is likely to be high since even modest cooling can quickly increase the area and duration of snow fall; 1 metre of snow has much the same albedo as ice sheets kilometers thick. The time lag responding to any such cooling is thus also likely to be quicker.
In an Ice free world, CS to a warming pressure might be much lower since Ice based albedo change doesn't occur.
Similarly in a world with very low CO2, a Snowball Earth, CS might also be low. If the world is literally covered in ice, modest warming may not be enough to cause any ice melt - going from -18 DegC to - 15 DegC for example may not cause any ice cover reduction. It would only be when enough warming pressure has occurred that ice cover retreat begins that change might be rapid. In effect, CS would change when the climatic conditions change enough.
This is also important when considering the oft cited figure of 33 DegC of warming due to the GH effect. The calculation that arrives at this number is based on the Earths current Albedo; that around 30% of sunlight is reflected away and isn't part of the energy balance. However in a world that is -18 DegC ON AVERAGE, Ice Cover would be much greater, more even than an Ice AGe which still has a positive average temp. At minus 18 DegC, ice cover sufficient to cause 50% of sunlight to be reflected is quite conceivable. The calculation for this albedo gives 53 Deg extra warmth: -38 DegC
Progress since the TAR enables an assessment that climate sensitivity is likely to be in the range of 2 to 4.5°C with a best estimate of about 3°C, and is very unlikely to be less than 1.5°C. Values substantially higher than 4.5°C cannot be excluded, but agreement of models with observations is not as good for those values.
Which is not based on "those climate scientist [who] happen to be part of the IPCC", but a vast body of work given here :
Working Group I: The Physical Science Basis
8.6 Climate Sensitivity and Feedbacks
Working Group I: The Physical Science Basis
9.6 Observational Constraints on Climate Sensitivity
Working Group I: The Physical Science Basis
10.5 Quantifying the Range of Climate Change Projections
MEP theme was started here and after some lengthy exchanges there's a clarification attempt.
If valid, it would mean equilibrium climate sensitivity, whenever "forcings" are small enough to warrant a linear approximation, is moderate (no positive feedbacks). There could still be large shifts in climate, either forced or unforced, but they would not fit into the standard climate sensitivity formalism and entirely different analytical techniques would be required to uncover them (e.g. topological analysis of the entropy production rate function over the phase space of climate states).
Is this the desired behavior? I would think that the advanced discussion should remain if starting there...
This is contradicted by real world measurements, model results, paleo-temperature records, etc., which are well demonstrated in Knutti and Hegerl (2008) - where any number of small linear forcings are used to estimate climate sensitivity, all ending up roughly in the 2–4.5 °C range. That means a range of non-negative positive feedback. The lower end of that range, still with a moderate amount of positive feedback, is quite solid.
If MEP is a factor, it's always been a factor, and can be considered to be included in measured climate sensitivity. There is no data supporting your assertion of "no positive feedbacks", and in fact quite a lot of data showing that assertion to be incorrect.
I would consider this 'low sensitivity' hypothesis clearly disproven, as contradicted by all the evidence.
If MEP is a factor, it's always been a factor, and can be considered to be included in measured climate sensitivity
No, it is not that simple. Please try to understand what was said before you venture in.
You would make me happy if just once you could abandon the holistic approach and concentrate on the problem at hand with an analytical mind. This kind of thinking, although requires some discipline, is surprisingly effective and is much more in line with our own cultural heritage.
There is considerable evidence for positive feedback in climate sensitivity, and none for the "no positive feedbacks" claim you have made.
In fact, the MEP is inappropriate when discussing the final destination in thermodynamics. "A system will select the path or assemblage of paths out of available paths that minimizes the potential or maximizes the entropy at the fastest rate given the constraints" (Swenson, R. 1989). This means that the MEP principle will "select the pathway or assembly of pathways that minimizes the potential or maximizes the entropy at the fastest rate given the constraints" (Swenson, R. and Turvey, M.T. 1991), emphasis added.
The Second Law indicates that systems act to minimize potential/maximize entropy. It does not say by what path. MEP is an additional constraint on the 2nd law, not a replacement thereof. At most (if correct) it will affect the speed of climate convergence upon equilibrium when forcings change, not the final equilibrium.
To quote Christopher Hitchens: "That which can be asserted without evidence, can be dismissed without evidence." MEP certainly qualifies in regards to climate sensitivity.
If it operated in the fashion described by Berényi, by increasing energy release to space and preventing temperature rises when GHG forcings would otherwise cause them to occur, it would operate at all times to maximize entropy, lowering the climate temperature as far as the system degrees of freedom allowed. TSI increases, for example, as seen in the early 20th century, would have no effect. Unfortunately for Berényi's formulation, it does.
The 2nd law of thermodynamics sets the equilibrium (and yes, the steady-state) points, not an MEP effect, which is merely a constraint on how systems reach such states under the 2nd law.
Climate sensitivity exhibits positive feedback. MEP cancellation of positive feedback is therefore prima facie incorrect; that emperor has no clothes.
At most (if correct) it will affect the speed of climate convergence upon equilibrium when forcings change, not the final equilibrium.
Dear KR, what you say, does not make sense. Until you learn to differentiate between thermodynamic equilibrium (isolated system, no entropy production) and steady state with energy flowing through the system and entropy produced by it at a constant rate, unfortunately we can't move a single step further.
following your definition, the entropy production (EP) is determined by the temperature of the atmosphere at TOA (Ta), the temperature of the sun (Ts) and the earth albedo (α). Starting with the system in steady state, by suddenly increasing IR atmospheric absorption you're indeed lowering the EP via a reduction in Ta. Restoring steady state requires to increase Ta back to its original value and/or lowering the "incoming part" of EP through α. The latter alone would lead to a positive feedback which decreases Ta further.
This is as far as we can get with this simple use of the MEP principle. We see the possibility of a negative feeback, which we already knew, and cannot rule out other positive feedbacks. Definitely more work need to be done in this field to obtain usefull insights from the use of the MEP principle in climate science. As of now, scientists are just looking at its range of validity mainly studying steady state situations, which presumably won't give new "practical" informations.
Quoting Kooiti Masuda, "So MEP does not seem to me helpful as a piece of policy-relevant science of climate at present.".
I am not familiar with Swenson's theory, but as I browse abstracts shown at links by KR (#59), they seem to say too far-fetched things to be demonstrated by physical science (though they may be interesting philosophical thoughts). I do not think it helpful to discuss matters of physical science following Swenson's reasoning.
What I remember by the key word "maximum entropy production" is something like the Wikipedia articles Non-equilibrium thermodynamics and Extremal principles in non-equilibrium thermodynamics mention by the key word. (Wikipedia may be rewritten. I mean the contents as of today.) I do not fully understand these theories, but I understand themes which some of these authors wanted to discuss.
So: You hypothesize that maximal entropy production will prevent positive feedback to greenhouse gases, minimizing climate sensitivity.
First objection to your hypothesis: I would hold that the climate has stable stationary states, where there is a local max of entropy. Given the internal fluctuations (including seasons, PDO, ice ages) over the history of the climate, I would find it difficult to believe that the climate could find nearby local entropy maxima to switch to based on small linear forcings; surely the climate would have long since hit those maxima based simply on climate variability. not impossible, but highly unlikely. There may indeed be critical points (ice age initiations, major clathrate/permafrost upheavals); those are points of concern, but certainly not involved in response to small linear forcing changes.
Second objection: Climate sensitivity has been measured, and shown to have positive feedback. Your claim that the MEP effect would cause "no positive feedback" (your words) is thereby falsified. Until you recognize this (and you've spent quite some time ignoring this issue raised repeatedly both by me and also by 'e'), the conversation will go nowhere, and I will continue to consider this a lengthy thought experiment unrelated to the real world.
I read his comments on the blog article here The 2nd law of thermodynamics and the greenhouse effect. Though it may be different from his own summary, I think he effectively say that the way how to apply thermodynamics to the actual climate of the earth is not very sure on one hand, and that he can say something certain about the climate of the earth by applying the maximum entropy production (MEP) principle, that is an advanced part of thermodynamics, on the other hand.
Also, in his recent comment in thread on the 2nd law, he suggested that the average temperature at the surface (the surface between air and sea or between air and land) may not be a good measure for thermodynamic discussion of the climate system. On the other hand, the concept called "climate sensitivity" conventionally by climate scientists is defined in terms of the average surface temperature. It may be coherent from his position to say that the "climate sensitivity" is not a well defined quantity and we cannot say anything certain about it. I do not think he can be sure that the value must be low.
It says "If IR optical depth of the atmosphere is increased by a small amount by adding to it some well mixed greenhouse gas while everything else is held constant, entropy production rate would decrease".
In fact it is only true if optical depth is high enough, that is, in a high IR opacity approximation. For optically thin atmospheres the opposite is true.
In other words there is a limit value of IR optical depth for which entropy production rate is at its maximum. I still think IR optical depth of the real atmosphere has to be close to this value (due to MEP), but it would need some deeper analysis and actual data to determine if it is below or above this threshold at the moment.
Under these circumstances the original argument may not work without restrictions, however, the very existence of an "optimal" IR optical depth suggests a negative water vapor feedback (on overall IR opacity).
Did global warming stop in
1998,1995,2002,2007, 2010?I see that you are failing to differentiate between Charney feedbacks (transient climate response, Gregory and Forster 2005) and equilibrium climate sensitivity. Annan and Hargreaves, and others, show the PDF for EQS dropping off sharply below about 2.5 C.
(On moderator's advice discussion started there is continued here)
Well, let's suppose there is a first order low pass filter between "forcing" and "climate response" (lower troposphere temperature anomaly). If we apply a small step-like forcing ΔF to a climate system in equilibrium and the long term temperature anomaly response is ΔT = βΔF, than β is said to be the equilibrium sensitivity, right? The impulse response function of the filter in this case is (β/τ)e-t/τ for t > 0, zero otherwise, where t is the time variable and τ is a time constant characteristic to the relaxation time of the system. The response to a step-function is of course β(1-e-t/τ).
Now, let's suppose the forcing is increasing linearly with time (instead of kicking in in a step-like fashion). With CO2 more or less this is the case, that is, ΔF = ft, where f ~ 0.006 year-1, if unit of forcing is CO2 doubling. The relation seems to hold pretty well at least during the last 70 years.
The response of the low pass filter above to such a forcing is βf(t-τ). That is, the time constant τ has no effect other than introducing a delay in this case - or an additive constant, if we look at it the other way around. It has no influence on the trend whatsoever.
Provided of course τ is not larger than several decades, that is, the pre-industrial flat part of the CO2 forcing curve has negligible effect beyond the start of satellite era (late 1978).
Therefore my calculation is correct, the climate sensitivity is considerably less than 2°C (per CO2 doubling), for the reasons I've stated in the other thread.
BTW, I think it is even lower, because satellite lower troposphere temperature anomalies are not reliable either. Back-calculation of temperature from narrow band radiances depends heavily on the atmospheric model used, especially on fine details of water vapor distribution, which is neither measured nor modeled properly. On top of that all climate variables behave like pink noise even in the unforced case, that is, they have large spontaneous fluctuations on all scales (this is characteristic of systems in a state of self-organized criticality).
I listed a few (certainly not an exhaustive list) in this post. I'm not a specialist in this field - I'm certain that other feedbacks with fairly long time constants could be added.
That's nonsense: a delay will in effect raise the temperature of the system, as the sun continues to send energy.
Like RW1 and co2isnotevil in another thread, you seem to forget this is a dynamic system, and that power input is constant.
Since no new information other than a transfer function was involved, what exactly did you calculate?
And given that you started with "Well, let's suppose there is ... ", even that is cast in some doubt by your own presentation.
A sensitivity calculation that does not match the observed changes in temperature isn't worth much. But you'll likely deny those observations as well. So the only logical result of this latest exposition is that there's some grand unknown force operating beyond our ability to influence or even measure.
A fine science, that, as it is ultimately not falsifiable. But the truth is out there ... .
That's nonsense: a delay will in effect raise the temperature of the system, as the sun continues to send energy.
Listen, you either know how a linear time-invariant filter works or not. In the latter case you'd better have a look at convolution integrals.
If g(t) = ft and h(t) = (β/τ)e-t/τ, then g*h(t) = βf(t-τ). It is a fact, no amount of babbling about the sun would change that. It is also equal to βft-βfτ. If climate sensitivity is positive (β > 0) and there is an increasing forcing (f > 0), the additive constant -βfτ is surely negative. Therefore the delay would not increase the temperature, but it would decrease it, while the trend itself (temporal derivative of temperature, βf) is clearly independent of said delay. So much about nonsense.
(You could also work on your physics. There is a difference between temperature and heat.)
At last : something you have written which all can agree with ! I just wish you would heed your own words...
PS Have you read the Advanced Version of this topic ? It may help.
You might also try to explain why your (purposefully confusing) argument does not agree with actual observations.
If you want to go and play the savant, why don't you write an actual scientific article and have it peer-reviewed. After all, since you're apparently able to disprove AGW theory is an important scientific discovery.
The fact you haven't is a good indication you don't really believe your theory is exact, but are in fact only trying to further obfuscate the debate.
The study also indicates that the planet’s climate system, over long periods of times, may be at least twice as sensitive to carbon dioxide than currently projected by computer models, which have generally focused on shorter-term warming trends. This is largely because even sophisticated computer models have not yet been able to incorporate critical processes, such as the loss of ice sheets, that take place over centuries or millennia and amplify the initial warming effects of carbon dioxide.
--emphasis added
Some of the more directly relevant ones from your question (observations) are Hansen 1993 (energy changes since the last ice age), Tung 2007 (sensitivity from climate response to solar variations) and Bender 2010 (responses to the Mount Pinatubo eruption). All of the papers listed on the intermediate page are worth reading, though.
I will not continue the climate sensitivity discussion on the "Is it the sun" thread - that's off topic.
Given that we have raised the CO2 concentration quite high, it's now high enough that the oceans are acting like a sink despite their warming (above solubility pressures) - the oceans are absorbing 2ppm/year or so.
If we maintain, as we are doing now, a CO2 concentration above that which would induce CO2 output by the oceans, does that remove one of the feedbacks (CO2 outgassing from said oceans) from the climate sensitivity calculations?
In other words, does the forcing by CO2 emissions block the CO2 element of forcing feedback, and thus reduce climate sensitivity??
Step 1/ assume scientists have the maths and physics right. Use the model to calculate TOA emissions. Not just the energy, but also the spectra. Compare with REAL measured spectra.
Step 2/ Assuming that was right, you can see whether the calculation for incremental CO2 increase is also correct by doing the same procedure but doing it for different decades and seeing whether the change matches the change in CO2.
Sound fair enough test? In fact you could do the calculation for downward IR at surface or for outward IR by satellite. For results, see the papers on this
Now lets see George White produce some calculations from his approach that can match these empirical results.
I don't understand, sorry.
And then he, for some reason, halves that value. Which I cannot consider as other than a blatant mistake.
You may recall the last time we went around this tree (the endless Lindzen and Choi thread), this came from the assumption that 50% of emitted IR photons go up and out - 50% down.
"it comes from the incorrect assumption that line by line radiation models do not already apply that effect already"
Where is the documentation that the halving is already applied? That's all I'm asking for. I've looked around and cannot find it.
Currently your "critical thinking" will not accept the results of several scientific papers, the two most seminal of which have been cited to you, it will not accept the IPCC report, it will not even accept the results of the public domain version of a radiation model designed by the USAF, and it will not accept the reports of a large number of people knowlegeable on the subject. But it will accept the say so of a single electrical engineer based on zero documentation to the contrary. This extreme contrast in willingness to believe shows it is not critical thinking at all.
So, before we go any further, how about you show us the peer reviewed paper, or technical description of a line by line radiation model, or the code of such a model in which the effect is not applied already.
Current evidence is that you will accept any belief contrary to AGW on zero evidence, but will not accept any belief supportive of AGW on even a mountain of evidence. Given that I am not going to waste my time presenting evidence to your that you will not consider anyway. (Afterall, I already have given that evidence to you in at least two different forms; both from very creditable academic sources.) So, either show me that you apply the same evidentiary standards you apply to Gearge White's ravings; or give principled reasons why you will not accept a straightforward truth that can be verified in any first year text on atmospheric physics, or on climate modelling?
Note: the spectral lines have been deliberately offset so they can be seen clearly. Without the offset, it looks like this:
The line-by-line calculations include photons going up and down by absorption and re-emission, for every level of the atmosphere covered by the model. The imbalance is the end difference between incoming and outgoing, the leftover quantity. Not emitted in all directions from some level of the atmosphere, but just the value emitted to space.
That's what you get when you model the absorption/re-emission over the entire atmosphere. What's going back down to lower levels of the atmosphere or to the surface is part and parcel of the model - the imbalance is only the portion going in one direction, whether that's positive or negative depending on conditions.
I'm afraid that George White's misunderstanding of this (and subsequent "halving" of the imbalance) indicates his overall poor understanding of the models he's been running.
"The line-by-line calculations include photons going up and down by absorption and re-emission, for every level of the atmosphere covered by the model. The imbalance is the end difference between incoming and outgoing, the leftover quantity. Not emitted in all directions from some level of the atmosphere, but just the value emitted to space."
OK, show me where this is documented.
Full atmospheric emission modeling means looking at absorption, emission, and transmission across the full black body spectra of the Earth emission, over the depth of the atmosphere. Some IR gets radiated back to the surface, some gets radiated around and re-absorbed in the atmosphere, a certain percentage in the 'IR window' goes straight to space, etc.
The output from JavaHAWKS is the amount of radiation that actually leaves the atmosphere. Now, I cannot speak for GW, but "imbalance" should be a difference between the outgoing radiation from JavaHAWKS and incoming from the sun (a reasonably known value). Not the amount isotropically radiated from some level of the atmosphere, but the amount finally leaving the atmosphere (one directional) at the end of the modeling. And that's because the model includes the isotropic (omnidirectional, spherical) radiation as part of the calculation, summing up the anisotropic portion as output.
That's certainly what everyone else running these models gets; 3.6-3.7 W/m^2 anisotropic radiation going to space for a doubling of CO2. An imbalance (difference!) between incoming and outgoing, an amount going in one direction not balanced by an amount going the other.
I hate to say it, but GW does not understand the model he's running...
And why haven't you said all this to George on his article and post on the issue at joannenova that you linked?
"To put it more clearly: If it's not an anisotropic emission, it won't show up. Isotropic emissions, absorptions, and re-emissions are part of the model, not part of the output spectra. Total power emitted from the atmosphere given the model conditions is the output - not a sub-portion of internal isotropic emissions that will then get bounced around."
OK, where is this documented? Point me to the paragraphs or pages that state this is what the output spectra represent.