We can not measure
total radiative forcing, with or without temperature feedbacks, because radiative and non-radiative atmospheric transfer processes combined with seasonal, latitudinal, and altitudinal variabilities defeat all attempts at reliable measurement.
The summary related aviation's role relative to all human influence on the climate system: «The best estimate of the radiative forcing in 1992 by aircraft is 0.05 W m — 2 or about 3.5 % of
the total radiative forcing by all anthropogenic activities.»
Because all 2013 Intergovernmental Panel on Climate Change scenarios — except Representative Concentration Pathway 2.6 (RCP2.6), which leads to
the total radiative forcing of greenhouse gases of 2.6 W m − 2 in 2100 — imply that cumulative carbon emission will exceed 1,000 Gt in the twenty - first century, our results suggest that anthropogenic interference will make the initiation of the next ice age impossible over a time period comparable to the duration of previous glacial cycles.»
The total radiative forcing by greenhouse gases is around 3 W / m2, with which we have «committed» the planet to warm up by 2.4 °C (1.6 - 3.6 °C), according to a climate sensitivity of 3 °C (2 - 4.5 °C) for a doubling of CO2.
However figure 8.18 shows that 2.09 W / m ^ 2 for
the total radiative forcing since 1750, instead of the 1880 timeframe that he based his temperature number on.
Also, in preparation for our simulations, we made model hindcasts for a range of climate sensitivities and forced by the estimated
total radiative forcing anomaly for the period AD 1765 — 2012 (Fig.
Chuang et al. (2000b) reached a similar conclusion in their experiments where they considered only the first indirect effect, with
a total radiative forcing of 1.85 Wm - 2.
Radiative forcing of anthropogenic sulfur emissions (purple line), net anthropogenic forcing (blue line), linear estimate of net anthropogenic forcing (blue dash),
total radiative forcing (red line), radiative forcing of solar insolation (orange line), and observed temperature (black).
It is generally placed under the rubric of climate geoengineering strategies termed «carbon dioxide removal» options, in contrast to strategies that seek to reduce incoming solar radiation to reduce
total radiative forcing.
Thus given
a total radiative forcing between the LGM and Holocene of approximately 6 W / m2, and a surface temperature change of approximately 4.5 °C, HS12 arrives at a climate sensitivity best estimate of 3 ± 0.5 °C for a 4 W / m2 forcing (which is approximately equivalent to a doubling of atmospheric CO2).
This is achieved through the study of three independent records, the net heat flux into the oceans over 5 decades, the sea - level change rate based on tide gauge records over the 20th century, and the sea - surface temperature variations... We find that
the total radiative forcing associated with solar cycles variations is about 5 to 7 times larger than just those associated with the TSI variations, thus implying the necessary existence of an amplification mechanism, although without pointing to which one.
Based on the National Oceanic and Atmospheric Administration's (NOAA) Annual Greenhouse Gas Index (AGGI), the 2016 Global Carbon Project's Methane Budget and the 2017 EPA Greenhouse Gas Inventory, the paper finds that methane emissions from the U.S. natural gas industry account for just 1.2 percent of 2016 global methane emissions and 0.2 percent of
total radiative forcing.
In terms of emissions the A1B / A2 pathways are pretty close, but if you look at estimates of
total radiative forcing change (e.g. from GISS) there is zero increase since 2000.
The researchers calculate that overall global methane emissions account for about 16.7 percent of
total radiative forcing.
We find that
the total radiative forcing associated with solar cycles variations is about 5 to 7 times larger than just those associated with the TSI variations, thus implying the necessary existence of an amplification mechanism, although without pointing to which one.»
It is a stabilization scenario in which
total radiative forcing is stabilized shortly after 2100, without overshoot, by the application of a range of technologies and strategies for reducing greenhouse gas emissions (Fujino et al. 2006; Hijioka et al. 2008).
His next step then is to calculate the relative contributions of
the total radiative forcing relative to the non-radiative flux addition whoops I mean the relative contribution of the DeltaRCloud to the non-radiative flux addition.
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 SWAG.
Contributions of the different greenhouse gases to
total radiative forcing in the RCP4.5 scenario
CO2 constitutes the largest contribution to
total radiative forcing in the RCP4.5, followed by CH4, halocarbons, tropospheric ozone, and N2O (Fig. 8).
Total radiative forcing (W m − 2) of the GCAM reference and RCP4.5 scenarios over the model simulation period
However,
the total radiative forcing in GCAM prior to harmonization is 4.5 Wm − 2 in 2100, but the harmonized RCP4.5 total radiative forcing is 4.3 Wm − 2.
Putting it all together, Figure 2 compares the warming from human caused greenhouse gases to
the total radiative forcing from all human sources.
Instead, to constrain the Charney sensitivity from the ice age cycle you need to specifically extract out those long term changes (in ice sheets, vegetation, sea level etc.) and then estimate
the total radiative forcing including these changes as forcing, not responses.
And you have not demonstrated the significance of the correlation to changes in
total radiative forcing in temperature.
Total radiative forcing is positive, and has led to an uptake of energy by the climate system.
The largest contribution to
total radiative forcing is caused by the increase in the atmospheric concentration of CO2 since 1750.
It's a theory now substantiated by physics and observations regarding
total radiative forcing and sensitivity, and in our current case of warming attributable to increased forcing agents form human / industrial means we are experiencing a change in trends pertaining to weather events driven by total change factors.
... The Earth's atmospheric methane concentration has increased by about 150 % since 1750, and it accounts for 20 % of
the total radiative forcing from all of the long - lived and globally mixed greenhouse gases (these gases don't include water vapor which is by far the largest component of the greenhouse effect).
«We estimate that
their total radiative forcing is around -1.3 [watts / meter2],» which is a cooling effect, he says.
Not exact matches
Therefore, the
total annual and global mean
radiative forcing during the LGM is likely to have been approximately — 8 W m — 2 relative to 1750, with large seasonal and geographical variations and significant uncertainties (see Section 6.4.1).
«We use a massive ensemble of the Bern2.5 D climate model of intermediate complexity, driven by bottom - up estimates of historic
radiative forcing F, and constrained by a set of observations of the surface warming T since 1850 and heat uptake Q since the 1950s... Between 1850 and 2010, the climate system accumulated a
total net
forcing energy of 140 x 1022 J with a 5 - 95 % uncertainty range of 95 - 197 x 1022 J, corresponding to an average net
radiative forcing of roughly 0.54 (0.36 - 0.76) Wm - 2.»
So, from my lack of understanding here, I think the question revolves around «significance», of the
total mechanisms in relation to potential to alter
radiative forcing and enhancing the greenhouse effect.
Shapiro et al estimate the
total solar irradiance (TSI) during the Maunder minimum to be about 6 W / m2 less than at present, and hence the solar
radiative forcing difference of about 1 W / m2.
So for example deglaciation warmed global mean temps by about 5 C over 10k years with a
radiative forcing of about 6.5 W / m2 (
total of both GHG increases and albedo decreases).
In general: even if the stratosphere as a whole cools (in terms of a decrease in
total flux going out, to balance
radiative forcings +
radiative response from below), this doesn't necessarily mean cooling occurs throughout; there could be some portions that warm.
In addition, since IPCC tells us that the
total net anthropogenic
radiative forcing is essentially equal to the
radiative forcing from CO2 alone, we can essentially ignore other anthropogenic
forcing factors (positive and negative).
More comprehensive analyses also show
total anthropogenic
radiative forcings increasing dramatically after 1950.
Even if the graphic in question depicted responses to the
total global
radiative forcing, to cherrypick a single model run and ignore the fact that it displays an anomalous spike in 2011 reveals exceptionally poor data analysis on Easterbrook's part.
What we're talking about here is basically the amount of unrealized warming, whereas the
radiative forcing tells you the
total net energy imbalance since your choice of start date (the IPCC uses 1750).
The
radiative forcing (IPCC 2007) is about 1.6 W m − 2 for both carbon dioxide increases alone and also the
total with all other effects included (0.6 — 2.4 as 95 % confidence limits), and the net energy imbalance of the planet is estimated (Trenberth et al. 2009) to be 0.9 ± 0.5 W m − 2.
Indeed, for the impartial spectator, it is hard to figure out, how the Lambda, the Watts, the 3; 3.7 relation to temperature, the 1.6 Watts / sqm of
total global RF (
radiative forcing) for the time period (also labelled as
total anthopogenic
forcing) 1750 - 2000, the share of Watts / sqm for each atmospheric constituent, and global temperature intertwine and produce a senseful scientific meaning.
The statement of Sato et al. «'' 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.»
This listing shows that (since pre-industrial 1750) CO2 has had an estimated
radiative forcing of 1.66 W / m ^ 2, while the «
total net anthropogenic»
forcing was 1.6 W / m ^ 2.
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.».
By your 7 % reference, are you referring to the percentage solar irradiance is of
total anthropogenic
radiative forcing?
A regression of AMO index, Nino 3.4, solar cycle, and
total GHG
forcing against the Hadley global temperature record shows very good overall correlation (R ^ 2 of about 0.9) as well, and suggests both strong correlation of temperature to the AMO index and a low sensitivity to
radiative forcing (about 1.2 C per doubling of CO2).
For the Historical (all -
forcings) case OHU represents, as I wrote, 86 % of the
total radiative imbalance, looking at the whole period.
«We use a massive ensemble of the Bern2.5 D climate model of intermediate complexity, driven by bottom - up estimates of historic
radiative forcing F, and constrained by a set of observations of the surface warming T since 1850 and heat uptake Q since the 1950s... Between 1850 and 2010, the climate system accumulated a
total net
forcing energy of 140 x 1022 J with a 5 - 95 % uncertainty range of 95 - 197 x 1022 J, corresponding to an average net
radiative forcing of roughly 0.54 (0.36 - 0.76) Wm - 2.»
Most multi-gas pathways of future
radiative forcing currently in the literature describe a
total anthropogenic warming that either approximately equals or exceeds CO2 - induced warming [22].