Locking Down See Oh Too

Guest Post by Willis Eschenbach

I’ve read comments from several folks claiming that despite the COVID lockdowns reducing emissions, there’s been no corresponding decrease in the airborne CO2. Here’s a typical claim, complete with graphic, saying that this proves that human emissions aren’t the reason for the gradual increase in airborne CO2.

The COVID shutdown reduced man’s emissions of CO2 by about 20%. Yet the growth of CO2 in the atmosphere then was almost EXACTLY what it was during preceding years.

What didn’t change was natural emissions. So much for Willis’s [saying] “it’s man made”, and settled science.

Hmmm … y’all who know me know that I’m a data guy. So I thought I’d take a look at the situation. I reasoned that a “year-over-year” comparison would be much more valuable than the more general graph above. A year-over-year comparison is a graph showing, for each month in the record, how much the CO2 level increased over the same month in the previous year. If we want to understand changes in CO2, we need to look at changes in CO2, not the absolute values the commenter used above. Airborne CO2 has been growing at about 2.5 ppmv per year or so. Figure 1 shows recent data detailing the year-over-year growth in airborne CO2.

Figure 1. “Year-over-year” analysis of airborne CO2. Each data point shows how much the airborne CO2 increased over the same month a year previous. Units are parts per million by volume (ppmv). Data is from the CO2 station on Mauna Loa mountain on the Big Island. Photo is of Mauna Kea in Hawaii, the other major mountain on the Big Island.

Hmmm … didn’t really expect that the variation would be quite that large. The big peak in the middle is from the El Nino/La Nina of 2015-2016. The peak and drop at the start if from the Nino/Nina of 2009-2010. What causes the other variations is far from clear. What is clear is that the values vary from smallest to largest by no less than four hundred percent, from an annual increase of less than one part per million by volume (ppmv) to an increase of over four ppmv … a large natural variation.

Next, we have to ask the question the commenter who I quoted above didn’t ask—just how much would we expect the CO2 to change due to the lockdowns? 

Now, the author of the comment above says there’s been a 20% decrease in 2020 emissions … but that makes my Bad Number Detector start ringing. In general, carbon emissions for the globe, as well as the resulting changes in global atmospheric CO2 levels, are a linear function of global Gross Domestic Product (GDP). The GDP is the sum of all of the goods and services produced during the year.

And as you’d expect, if we increase the amount of stuff we make, we increase the CO2 emissions correspondingly. (For the math inclined, global annual carbon emissions ≈ 6.3 Gtonnes + .4 * global GDP (trillions of constant 2010 $).

Looking around the web, I see estimates for the lockdown-caused drop in 2020 GDP of from 4.5% up to 5.3%. And since emissions and the resulting atmospheric levels are a linear function of GDP, that would mean that the year-over-year CO2 increase should be smaller by something on the order of five percent.

This lets us calculate what the increase in CO2 would have been if there were no lockdowns. Over 2020 you’d expect CO2 emissions, and thus the resulting annual airborne CO2 increase, to have been 5% greater if there had been no lockdowns. 

So to be very conservative in our estimate, let’s say the lockdowns actually decreased emissions by twice that, or 10%. If we use ten percent as our figure, our results will be solid.

So … what would the Figure 1 graph above look like without that 10% drop in 2020 emissions? Figure 2 shows that result. Just for interest’s sake, I’ve also added what a 20% difference in emissions would look like. That’s four times the actual ~ 5% change expected from the drop in GDP.

Of course, up to 2020 there is no change …

Figure 2. As in Figure 1, but with lines added showing a 10% (yellow) and a 20% (orange) increase in CO2 no-lockdown emissions would look like.

Again … hmmm. Gotta say, in a system that variable, a 10% or even a 20% difference is not distinguishable from the background. I mean, any one of those three lines is totally believable.

Conclusions

My main conclusion is that despite the huge, almost incalculable human cost of the lockdowns, the change in the rate of increase of CO2 is lost in the noise … which certainly doesn’t prove anything either way about whether the increase is human-caused.

My other conclusion is that this should give great pause to those who are blithely recommending totally restructuring the global economy to replace fossil fuels … look at the real-world costs of the lockdowns all around you, and look at the meaningless CO2 benefits in the graph above. Not worth doing on any planet.

My best wishes to all in this most curious year of 2020, can’t be over soon enough for me,

w.

PS—For those wondering about a CO2 observatory on the side of an outgassing volcano, see my post Under The Volcano, Over The Volcano.

PPS—When you comment, please quote the exact words you are discussing. I can defend my own words. I can’t defend your interpretation of my words.

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November 17, 2020 6:08 am

Willis

It appears from the results
https://woodfortrees.org/plot/hadsst3gl/from:1979/to:2021/trend/plot/uah6/from:1979/to:2021/trend/plot/hadsst3nh/from:1979/to:2021/trend/plot/hadsst3sh/from:1979/to:2021/trend

that T in the SH is reasonable stable.
Hence we may assume that the areas where the CO2 sinks
CO2 + 2H2O + cold = > HCO3- + H3O+

in the SH are also reasonably constant.
(interalia, the difference in the warming of the NH and the SH is also proof of the fact that CO2 is not the cause of the warming since CO2 diffuses in the atmosphere, equally in all directions

In the NH the situation the situation is completely different. It appears that in the arctic the warming is going up and up, even more than the 0.8 or 0.9K shown in the wft graph. Hence, for the past 40 years we are in a loop there: the areas in the arctic where the CO2 sinks, are getting smaller, because it is getting warmer, so less CO2 is dissolved back in the ocean, hence CO2 is going up.

Other reasons for CO2 going up in the atmosphere is the increase in temperature of the oceans which also increases outgassing around the equator
HCO3- + heat = > CO2 (g) + OH-
and the fact that the pH of the oceans is going down because of all the (slightly acidic) waste water of 7-8 billion people, animals and factories.

All of these factors make it very difficult to assess how much ppm’s, exactly, is coming from fossil burning.

Thomas Gasloli
November 17, 2020 6:24 am

Thanks again for doing the data work.

I think the most important portion of the graph is the peak at El Nino. This fits the ice core data indications that temperature changes cause CO2 change.

There is no such thing as “the climate sensitivity to CO2 increase”.

Ferdinand Engelbeen
Reply to  Thomas Gasloli
November 17, 2020 7:46 am

Thomas Gasloli,

That changes in temperature cause changes in CO2 doesn’t exclude that CO2 changes have a (small) influence on temperature…
As long as the overall gain is << 1 there is no runaway effect and both effects are possible.

Here a theoretical influence in both directions (FB) compared to only the temperature increase effect on CO2 (noFB):
http://www.ferdinand-engelbeen.be/klimaat/klim_img/feedback.jpg

November 17, 2020 8:17 am

Looks like business (from all sinks and sources) as usual:

comment image

November 17, 2020 8:47 am

Here are UAH temperature anomalies compared to CO2 changes.

comment image?w=1000&h=477

The changes in monthly CO2 synchronize with temperature fluctuations, which for UAH are anomalies referenced to the 1981-2010 period. The final proof that CO2 follows temperature due to stimulation of natural CO2 reservoirs is demonstrated by the ability to calculate CO2 levels since 1979 with a simple mathematical formula:

For each subsequent year, the co2 level for each month was generated

CO2 this month this year = a + b × Temp this month this year + CO2 this month last year

comment image

Ferdinand Engelbeen
Reply to  Ron Clutz
November 17, 2020 10:47 am

Ron Clutz,

Your mathematical formula only fits, because human emissions increased very regulary with a near linear increase per year, leading to a slightly quadratic increase in emissions, increase in the atmosphere and net sink rate. The latter is about 1/50 of the CO2 pressure difference (ΔpCO2) between the atmosphere and the equilibrium pCO2 with the ocean surface (~290 ppmv for the current average ocean surface temperature)

Once there is a flattening in emissions (over several years, not the short period until now), the increase in the atmosphere will flatten too and emissions will equal the net sink rate at 50 times the emissions.

For 5 ppmv/year that is at 250 ppmv above 290 ppmv, or 530 ppmv.

Reply to  Ferdinand Engelbeen
November 17, 2020 11:58 am

You could take that leap of faith in human emissions, or you could assume a secular recovery from the Little Ice Age.

The details behind the graphs are here:
https://rclutz.wordpress.com/2020/08/06/data-update-shows-orwellian-climate-science/

Ferdinand Engelbeen
Reply to  Ron Clutz
November 17, 2020 1:34 pm

Ron CLutz,

The exact point is in your:
“We have a number over here for monthly fossil fuel CO2 emissions, and a number over there for monthly atmospheric CO2.”
Of which follows that nature MUST be a net sink in every year of the past 60 years. That is not a guess, estimate or whatever “model”, it is the simplest math possible: subtraction of two known values which gives you the known value of the net sink rate of all natural CO2 flows together. Net sink rate, not net source rate…

“What about the fact that nature continues to absorb about half of human emissions, even while FF CO2 increased by 60% over the last 2 decades?”

Simply said: the increased CO2 pressure (pCO2) in the atmosphere. The higher pCO2 in the atmosphere, the higher the CO2 flux into the oceans (and vegetation).
Based on the about 51 years half life time of any extra CO2 in the atmosphere above equilibrium (currently ~290 ppmv) for the current average ocean temperature that gives a calculated increase of CO2 that is midst of the observed increase:
http://www.ferdinand-engelbeen.be/klimaat/klim_img/dco2_em2B.jp

Reply to  Ferdinand Engelbeen
November 17, 2020 2:16 pm

You dismiss all the other fluxes that exceed human emissions by orders of magnitude. But you have consistently held that position for years, so I respectfully disagree, and will leave it there.

Ferdinand Engelbeen
Reply to  Ferdinand Engelbeen
November 18, 2020 2:53 am

Ron Clutz,

I do dismiss all other natural CO2 fluxes, because these are totally irrelevant in the final sum: all natural in and out fluxes together have a negative sum. Thus nature can’t be the cause of the increase in the atmosphere…

meab
November 17, 2020 10:58 am

Willis, you may be on to something – showing that year-over year increases in CO2 appear to be sensitive to Nino/Nina conditions. When just a part of the ocean warms (significantly) faster than the whole ocean is warming (El Nino) that appears to significantly affect the growth rate in (Mauna Loa) atmospheric CO2. Conversely, when that ocean area cools the growth rate in CO2 declines. Scaling the area of the ocean affected by Nino/Nina to the area of the whole ocean along with the warming of the two respective areas could give a measure of how much of the CO2 increase is owing to ocean warming. Perhaps the effect is more pronounced at Mauna Loa as it’s near the part of the ocean affected by Nino/Nina.

Anders Rasmusson
November 17, 2020 1:21 pm

Some details :

In the atmosphere we can find 5,2*10^18 kg of air (29 kg/kmole) and 413 ppm of CO2 (44 kg/kmole).

The atmosphere is worldwide normally added by 40*10^12 kg/year of CO2 from fossil fuel combustion and industrial production.

The CO2 concentration in the atmosphere can be calculated to increase by 40/44/5,2*29*10^-6 = 5 ppm/year if all of it is accumulated and no CO2 is going out.

At Mauna Loa the measured increase is 2,5 ppm/year so the rest is going to the sinks, 2,5 ppm/year.

Due to the lockdown the atmos will instead be added let’s say 95 % of normal anthropogenic fossil CO2 emissions, 4,75 ppm/year, but the sinks will still take 2,5 ppm/year out from the atmosphere.

In the atmos there will be a 2,25 ppm/year increase instead of the normal 2,5 ppm/year. That difference will hardly be seen at Mauna Loa during a single month, 0,19 ppm/month instead of 0,21 ppm/month CO2 increase.

After a year at 95 % of normal anthropogenic fossil CO2 emissions, the Mauna Loa will show 415,3 ppmv instead of 415,5 ppmv.

Kind regards
Anders Rasmusson

Ferdinand Engelbeen
Reply to  Anders Rasmusson
November 17, 2020 2:23 pm

Thanks Anders,

In addition, the accuracy of CO2 measurements at Mauna Loa is around 0.2 ppmv, thus even after a year a 5% reduction would hardly be detected.
Add to that the year by year noise caused by natural variability (ENSO, Pinatubo,…) of +/- 1.5 ppmv and you need several years of reduced emissions to be certain of a change in accumulation speed…

Michael
November 17, 2020 2:09 pm

I don’t know about other years, but comparing 2020 against 2019, the year just before, does show a clear difference between what would be expected from man’s impact v.s. what actually happened.

In figure 2, the ‘measured’ rise of year-over-year-increase during 2020 (what actually happened when man’s emissions were reduced) was very close to the ‘measured’ rise during 2019 (orange curve), when man’s emissions were not reduced. The curves reduced by 10% and 20% during 2020 (yellow and red curves), however, seem noticeably different, with a much smaller rise of the year-over-year-increase during 2020 than during 2019.

amike
November 17, 2020 3:21 pm

And what would the RCP 2.6 scenario represent over a year? Or 5 years ?

November 20, 2020 4:19 pm
Hessel Voortman
November 24, 2020 8:05 am

Very nice work. Referring to your figure 1. The peak in CO2 rise following 2016 is interesting. Applying some highschool chemistry here. The solubility of gases decreases with rising temperature (as opposed to solids). Could it be that CO2 is partly driven by ocean temperature? From which the hypothesis could be that temperature drives CO2?

jimW
November 24, 2020 1:02 pm

But Willis, the natural experiment has been done: 1929-1931, a 30% decrease in human CO2 production with no change in the atmospheric CO2 trend, with temperature increasing to 1941, then decreasing through the years of WWII and post-war reconstruction CO2 production, until the early 70s, leading to those predictions of the Coming Ice Age.
No significant change in the CO2 curve, with GST unrelated – up from 1840, down from 1880-1910, up from 1910-1941, downish to 1973, up since 1975.
CO2 is not in control of GST at this time, at these levels, and we are not in control of atmospheric CO2.