The sources of uncertainty are many, including the trajectory of greenhouse gas emissions in the future, their conversion into atmospheric concentrations, the range of responses of various climate models to
a given radiative forcing and the method of constructing high resolution information from global climate model outputs (Pittock, 1995; see Figure 13.2).
For example, scenarios that rely on the results from GCM experiments alone may be able to represent some of the uncertainties that relate to the modelling of the climate response to
a given radiative forcing, but might not embrace uncertainties caused by the modelling of atmospheric composition for a given emissions scenario, or those related to future land - use change.
The climate sensitivity value tells us how much the planet will warm or cool in response to
a given radiative forcing change.
However, they illustrate an important point; namely, there are numerous ways that
a given radiative forcing goal can be achieved.
Not exact matches
For one thing, the energy balance between
radiative forcing and temperature response
gives a non-linear relation between the
forcing, F, and temperature to the fourth power, T4 (the Stefan - Boltzmann law).
As we explain in our glossary item, climatologists use the concept of
radiative forcing and climate sensitivity because it provides a very robust predictive tool for knowing what model results will be,
given a change of
forcing.
That is, a change in
radiative forcing of about 4 W / m2 would
give around 1 °C warming.
Suppose also that — DESPITE THIS STABILIZING MECHANISM some as - yet unknown ocean circulation cycle operates that is the sole cause of the Holocene centennial scale fluctuations, and that this cycle has reversed and is operating today, yielding a temperature change that happens to mimic what models
give in response to
radiative forcing changes.
Given that there is continual heating of the planet, referred to as
radiative forcing, by accelerating increases of carbon dioxide (Figure 1) and other greenhouses due to human activities, why is the temperature not continuing to go up?
You are arguing that 100ppm change in
radiative forcing for CO2, amounting to 0.6 deg C change, multiplied by a wv feedback
giving 1.8 deg C change, plays an important part in raising the sea level by 100 meters.
And yet, Simon, you were responding to a set of comments which were about climate sensitivity, for which
radiative forcing would be a much more relevant metric — and you responded in a fashion which
gave no suggestion that you were changing the topic.
As an example of the possible extreme change in
radiative forcing in a 50 - year time horizon for Isaken et al (2011)'s 4 x CH4 (i.e. quadrupling the current atmospheric methane burden) case of additional emission of 0.80 GtCH4 / yr is 2.2 Wm - 2, and as the
radiative forcing for the current methane emissions of 0.54 GtCH4 / yr is 0.48 Wm - 2, this
give an updated GWP for methane, assuming the occurrence of Isaksen et al's 4 x CH4 case in 2040, would be: 33 (per Shindell et al 2009, note that AR5
gives a value of 34) times (2.2 / [0.8 + 0.48]-RRB- divided by (0.54 / 0.48) = 50.
Given the economic tenor of many news stories, an analogy to inflation may be useful in clarifying the idea of slow but steady
radiative bracket creep, as the CO2
forcing can be outlined in terms of its effect on the
radiative balance, which reduces to watts / M2 and their rate of change.
Given those assumptions, looking at the
forcing over a long - enough multi-decadal period and seeing the temperature response
gives an estimate of the transient climate response (TCR) and, additionally if an estimate of the ocean heat content change is incorporated (which is a measure of the unrealised
radiative imbalance), the ECS can be estimated too.
Suppose also that — DESPITE THIS STABILIZING MECHANISM some as - yet unknown ocean circulation cycle operates that is the sole cause of the Holocene centennial scale fluctuations, and that this cycle has reversed and is operating today, yielding a temperature change that happens to mimic what models
give in response to
radiative forcing changes.
Given the much more rapid respons time of the stratosphere to
radiative forcings, there is (can be) some initial stratospheric cooling (or at least some cooling somewhere in the stratosphere), which consists of a transient component, and a component that remains at full equilibrium.
That is, a change in
radiative forcing of about 4 W / m2 would
give around 1 °C warming.
[Response: I wouldn't want to criticize my colleagues without adequate space to
give the scientific justification, but aside from that you need to remember what I said about the contribution from non-CO2
radiative forcing to date (and unlike CO2, the methane
radiative forcing is largely reversible, so I myself don't count that the same way as CO2
radiative forcing).
As we explain in our glossary item, climatologists use the concept of
radiative forcing and climate sensitivity because it provides a very robust predictive tool for knowing what model results will be,
given a change of
forcing.
Radiative forcing RF at a level is equal to a decrease in net upward flux (either SW, LW, or both; the greenhouse effect refers to LW
forcing) at that
given level, due to a change in (optical) properties, while holding temperatures constant.
The overall human - caused
radiative forcing, which is
given here as 1.6 watts per square meter, had already risen to 2.3 watts per square meter by the year 2011 according to the 5th IPCC report.
While the definition of a
forcing may appear a little arbitrary, the reason why
radiative forcing is used is because it (conveniently)
gives quite good predictions of what happens in models to the global mean temperature once the climate system has fully responded to the change.
The effect is a continuum of different absorption spectra that all have the same band - widenning per doubling and same effects at the center at various stages between no effect and saturation, though they are at different stages in that process for any
given amount of CO2; the
radiative forcing is a weighted average of the effects of each of those absorption spectra; once the center of the band is saturated for all of the spectra, the band widenning effect is the same for each and thus the
forcing from the band widenning is the same as it is in the original simplified picture.
Even if it could be shown that climate is more sensitive to solar variability than the strict
radiative forcing would suggest (along the lines of Shindell et al) one would still have to contend with the fact that we know the solar variability for the past fifty years quite well, and it does not do the kind of things necessary to
give the present warming pattern.
The
radiative forcing for CFCs is
given as a linear relation for low concentrations see http://www.esrl.noaa.gov/gmd/aggi/ Does this hold for the much (ten times or more) larger concentrations we would expect without the Montreal Protocol?
Using the known amplification of the solar cycle (and presumably the long term trend) in the UV band, allowing stratospheric temperatures and circulation patterns to adjust and including the direct
radiative forcings from the sun and volcanoes, we found that it
gave temperature anomalies and spatial patterns that were in fair agreement with the observations (Shindell et al, 2003).
Would such
radiative forcing be evident
given what we know about planet Earth?
Both
give a sensitivity to solar - cycle
forcing of about 0.1 K / (W / m ^ 2)(about twice what would be expected from
radiative calculations alone).
The term «climate sensitivity» refers to the steady - state increase in the global annual mean surface air temperature associated with a
given global mean
radiative forcing.
Using the TAR estimates of
radiative forcing gives 2.7 Watts / m2.
By using dual radioactive tracers with differing lifetimes, Wilson et al. [2017] found short term increases in CH4 and CO2 release during periods of thaw in a discontinuous permafrost were generally offset by long - term accumulation of peat in the ensuing millennia, leading the regions to continue to be net carbon sinks with negative atmospheric
radiative forcing,
given the long life - time of atmospheric CO2.
The climate sensitivity is defined as the equilibrated change in global mean surface air temperature (SAT) for a
given change in
radiative forcing and has been a major focus of climate research over the last three decades.
Nowhere in the paper is any justification
given as to why
radiative transfer models
give values for
radiative forcing as defined in Chaper 6 of the TAR.
The imbalance between the absorbed and emitted radiation that results from these changes will be referred to here as «climate
forcing» (sometimes known as «
radiative forcing») and
given in units of Wm - 2.
Given our very short and spotty data on the relative abundance (or importance) of the majority of these aerosols, and given our very poor understanding of the direct, indirect, and side effects of the majority of these aerosols, any numbers that anyone generates about their abundance, importance, or total radiative forcing are going to be a
Given our very short and spotty data on the relative abundance (or importance) of the majority of these aerosols, and
given our very poor understanding of the direct, indirect, and side effects of the majority of these aerosols, any numbers that anyone generates about their abundance, importance, or total radiative forcing are going to be a
given our very poor understanding of the direct, indirect, and side effects of the majority of these aerosols, any numbers that anyone generates about their abundance, importance, or total
radiative forcing are going to be a SWAG.
The increased water vapor roughly doubles the direct
radiative forcing,
giving the 1 — 2 % value, although this will vary from day to day.
Fortunately, the negative and positive
forcings are roughly equal and cancel each other out, and the natural
forcings over the past half century have also been approximately zero (Meehl 2004), so the
radiative forcing from CO2 alone
gives us a good estimate as to how much we expect to see the Earth's surface temperature change.
The authors
give some hint when they write:» This suggests that estimates of the net negative
radiative forcing due to the total ACI can also be significantly reduced and its uncertainty range could even include positive values.».
Using a global energy budget approach, this paper seeks to understand the implications for climate sensitivity (both ECS and TCR) of the new estimates of
radiative forcing and uncertainty therein
given in AR5.
Equivalent carbon dioxide (CO2) emission - The amount of carbon dioxide emission that would cause the same integrated
radiative forcing, over a
given time horizon, as an emitted amount of a well mixed heat - trapping gas (greenhouse gas) or a mixture of well mixed greenhouse gases.
E.g. I would argue that even amidst the very large uncertainty, some trajectories are more likely than others (e.g.
given a continued positive
radiative forcing, warming is more likely than cooling).
You can use df = 5.35 * ln (C / C0) to find the
radiative forcing, and use e.g. the figure above to find the expected warming for a
given ECS value.
The figure can be used if you know the
radiative forcing, and is handy in light of e.g. the RCP scenarios which are
given in terms of expected
radiative forcing.
In brief, the temperature profile of the atmosphere is set by convection & latent - heat considerations (= > adiabatic lapse rate); based upon that temperature profile, the
radiative transfer processes
give rise to the
radiative forcing which is the GHE.
I find the lack of evidence for such simple things as CO2
radiative «
forcing» in the temperature record to be apalling, considering how much undue weight it is
given.
[Equilibrium] climate sensitivity is defined as the increase in global mean surface temperature (GMST), once the ocean has reached equilibrium, resulting from a doubling of the equivalent atmospheric CO2 concentration, being the concentration of CO2 that would cause the same
radiative forcing as the
given mixture of CO2 and other
forcing components.
The second point means that it may be more difficult to distinguish between the response to different factors than one might expect,
given the differences in
radiative forcing.»
To describe the relative contribution of various GHG emissions to global warming, emissions were converted to CO2 equivalents, a metric that relates the
radiative forcing caused by 1 mass unit of trace GHG to that caused by the emission of 1 mass unit of CO2 over a
given time span.
from the pdf: Using a global energy budget approach, this paper seeks to understand the implications for climate sensitivity (both ECS and TCR) of the new estimates of
radiative forcing and uncertainty therein
given in AR5.
The
radiative transfer formula for doubling of CO2
gives forcing in W / M2... F = 5.35 xLN (2) = 3.7 W / M2.