ARGO-Era NODC Ocean Heat Content Data (0-700 Meters) Through December 2010

Guest post by Bob Tisdale:

NOTE: This post contains 5 .gif animations that total 10MB. (below the continue reading line) Have patience. They may take a while to load.

This post is a follow-up to the recent post October to December 2010 NODC Ocean Heat Content (0-700Meters) Update and Comments. I wanted to discuss the ARGO-based period separately.

For those new to ARGO, under the heading of “What is Argo?”, the University of California, San Diego Argo webpage describes Argo as a “global array of 3,000 free-drifting profiling floats that measures the temperature and salinity of the upper 2000 m of the ocean.” The UCSD Argo website provides much more information, including an argo.avi video.

Much of the data in this post is supplied by ARGO for the upper 700 meters.

THE ARGO ERA (2003 TO PRESENT)

The NOAA NCEP webapge that presents the Global Ocean Data Assimilation System (GODAS) Input data distributions (1979-present) (Plots) allows users to plot the number of Temperature profiles at different depths for the globe, or for the Atlantic, Indian, and Pacific Oceans. An example of Global data for depths of 250 to 500 meters is shown in Figure 1. According to it, ARGO floats have been in use since the early 1990s, but they had very limited use until the late 1990s. ARGO use began to rise then, and in 2003, ARGO-based temperature readings at depth became dominant. Based on that, I’ll use January 2003 as the start month for the “ARGO-era” in this post.

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Figure 1

Note the significant drop in samples in 2010. I have not found an explanation for this.

The NCEP GODAS Input data (Plots) webpage also allows visitors to create maps of temperature profile locations. Animation 1 is a gif animation that shows the annual data locations from 1979 to 2004. The measurements made with Expendable Bathythermographs (XBTs) are shown in red (x), the moored buoys that are parts of the TAO/ TRITON (Pacific) and PIRATA (Atlantic) projects are shown in green (+), and the blue (o) are ARGO-based measurements. Note how sparse the data is in the Southern Hemisphere prior to the early 2000s, especially south of 30S.

http://i55.tinypic.com/14ikdxs.jpg

Animation 1

Unfortunately, GODAS switched map formats in 2005 and again in 2006, so an animation that included the three map formats would be difficult to watch. The format used in 2005 is unlike those in use before or after, so I’ve excluded it in both animations. Animation 2 shows the Monthly temperature profile locations from January 2006 to December 2010. Note the decline in sampling in 2009/10, especially in the Indian Ocean. Why? Dunno.

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Animation 2

ARGO-ERA TREND VERSUS GISS PROJECTION

In past posts, when I’ve compared the NODC Global Ocean Heat Content to GISS projections, I’ve used the rate of 0.98*10^22 Joules per year for the GISS projection. This value was based on Roger Pielke Sr’s February 2009 post Update On A Comparison Of Upper Ocean Heat Content Changes With The GISS Model Predictions. The recent RealClimate posts Updates to model-data comparisons and 2010 updates to model-data comparisons have presented the projections based on Gavin Schmidt extending a linear trend of the GISS Model-ER simulations past 2003. The linear trends in both graphs are approximately 0.7*10^22 Joules per year. I’ll use this value in the comparison, but first a few more notes.

Gavin writes in the 2009 post, “Unfortunately, I don’t have the post-2003 model output handy, but the comparison between the 3-monthly data (to the end of Sep) and annual data versus the model output is still useful,” and he continues, “I have linearly extended the ensemble mean model values for the post 2003 period (using a regression from 1993-2002) to get a rough sense of where those runs could have gone.”

The only paper that I’m aware of in which GISS presented their simulations of Ocean Heat Content was Hansen et al (2005) “Earth’s energy imbalance: Confirmation and implications”. Science, 308, 1431-1435, doi:10.1126/science.1110252 (PDF). In it, they only presented their data from 1993 to 2003. Refer to their Figure 2 (not illustrated in this post).

For those who might be concerned that extending the linear trend does not represent the actual model simulations, refer to Page 8 of the .pdf file GISS ModelE: MAP Objectives and Results. The graph there presents two GISS OHC Model E simulations, one with the Russell Ocean model, the other with the HYCOM Ocean model. The simulations run to 2010 for both models. Do they extend further into the future? And for those who want to attempt to duplicate that comparison of the Model-ER and Model-EH versus the early NODC OHC data, the NODC OHC data (older version) was based on the 2005 Levitus paper “The Warming Of The World Ocean: 1955 to 2003” (Manuscript). Link for the 0 – 700 meters data.

Back to the comparison of the ARGO-era OHC data and the GISS Projection: The most recent version of the NODC OHC data is linked here for 0 – 700 meters. I’ve compared it for the period of 2003-2010 to the GISS projection in Figure 2. Note that I’ve shifted the data down so that it starts at zero in 2003. The GISS projection of 0.7*10^22 Joules per year dwarfs the linear trend of the ARGO-era NODC OHC data. No surprise there.

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Figure 2

NOTE ABOUT THE DATA

The remainder of the data in this post was downloaded from the KNMI Climate Explorer Monthly observations webpage. The NODC OHC data there is presented in Gigajoules per square meter (GJ/m^2), not the units (10^22 Joules) provided by NODC. That’s why the scale and trends in Figures 2 and 3 are different. The NODC also provides their OHC data on a quarterly basis, but KNMI presents it as monthly data, thus allowing for comparisons to other monthly datasets. This is why the OHC data appears in 3-month tiers in Figures 3, 4 and 5.

GLOBAL AND OCEAN BASIN TRENDS

Figure 3 shows the Global NODC OHC data for the period of January 2003 to December 2010. Comparing its linear trend (0.19 GJ/m^2 per Century) to the trend of the long-term data from 1955 to 2002 shown in Figure 4 (0.52 GJ/m^2 per Century), there has been a significant flattening of the Global OHC data in recent years. And this flattening was not anticipated by the GISS models, which show a continuous rise through 2010.

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Figure 3

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Figure 4

Of course, the oceans are not warming uniformly. Refer to Figure 5. The trends for the North Pacific and the Southern Oceans are basically flat. The only two ocean basins with major increases in OHC during the ARGO era are the South Atlantic and the Indian Oceans, while the North Atlantic, Arctic, and South Pacific Oceans show significant declines in OHC.

http://i56.tinypic.com/28qvtqu.jpg

Figure 5

Note: The coordinates for the ocean basins are:

North Atlantic = 0-75N, 78W-10E

South Atlantic = 60S-0, 70W-20E

Indian = 60S-30N, 20E-120E

North Pacific = 0-65N, 120E-90W

South Pacific = 60S-0, 120E-70W

Arctic = 65N-90N

Southern = 90S-60S

ARGO-ERA CHANGES IN NODC OHC

Figure 6 is a map that displays the change in ARGO-era OHC, from 2003 to 2010. It was created by using 2003 as the base year for anomalies, and plotting the annual OHC values for 2010. Much of the cooling in the North Atlantic has taken place at mid and lower latitudes. In the South Pacific, there was also a decline in the lower latitudes, but there appears to also have been a drop there at higher latitudes along the Antarctic Circumpolar Current (ACC).

http://i51.tinypic.com/21crset.jpg

Figure 6

Animations 3, 4 and 5 present the ARGO-era OHC data, using 12-month averages. The first cells are the average OHC from January to December 2003. These are followed by cells that show the period of February 2003 to January 2004 and so on, until the final cell that captures the average OHC from January to December 2010. The 12-month average reduces the noise and any seasonal component in the data. I’ve also included a graph of NINO3.4 SST anomalies (smoothed with a 12-month filter, and centered on the 6th month) since the effects of ENSO dominate the OHC data. The NINO3.4 SST anomaly graph infills with time. Animation 3 presents global maps.

http://i54.tinypic.com/eu4pzq.jpg

Animation 3

Animation 4 is the North Pole stereographic view. Note the warming of the western tropical North Pacific during the 2007/08 La Niña. It’s tough to miss. There also appears to be a lagged decline in the North Atlantic OHC in response to the 2007/08 La Niña. Will we see a lagged increase there next year?

http://i53.tinypic.com/2mo8fuq.jpg

Animation 4

And Animation 5 is the South Pole stereographic view. Note the persistence of the warm and cool anomalies moving southward from the equatorial Pacific in waves, and also into the South Indian Ocean. I believe those would be classified as oceanic Rossby waves.

http://i54.tinypic.com/2v9rqy0.jpg

Animation 5

CLOSING

Watching the animations, it is very obvious that ENSO and the distribution of warm and cool waters caused by ENSO are major components of Global Ocean Heat Content. Refer to ENSO Dominates NODC Ocean Heat Content (0-700 Meters) Data for further discussion and illustrations. OHC studies such as Hansen et al (2005), however, do not include ENSO in their models. They assume that Anthropogenic Greenhouse Gases have a measurable impact on Ocean Heat Content. The impacts of the failure of GISS to include ENSO and other natural variables in their analysis was illustrated and discussed in detail in Why Are OHC Observations (0-700m) Diverging From GISS Projections?

Refer also to North Pacific Ocean Heat Content Shift In The Late 1980s and North Atlantic Ocean Heat Content (0-700 Meters) Is Governed By Natural Variables.

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March 26, 2011 1:52 pm

Dave Springer says: “The green declining trend are moored buoys for the most part in the Pacific with some in the Atlantic beginning around 2000.”
I assume you’re discussing the graph in Figure 1. The legends for that graph and the maps, Figure 2, are confusing. The legend for Figure 1 shows the green as XBT, not moored buoys, and they don’t list the buoys. In Figure 2, the maps, they change color scheme, with the XBTs in red and the buoys in green.

Tenuc
March 26, 2011 2:29 pm

Thanks Bob for another great post.
Good to see some ‘reality based’ OHC data, rather than the stuff modelled using sparse data and dubious supposition. However, I still think we need better data granularity to really understand what is really driving OHC, particularly in the SH where most of the bulk ocean content lies.

Matt G
March 26, 2011 3:11 pm

Supports with scientific evidence that the oceans are not warming as expected with regards to longwave radiation ocean skin temperature. The observed and predicted are evidence of this and not suprising since longwave radiation warming the ocean to any reasonable depth away from the first 1mm or less is awful science with no observed scientific evidence. Matches the trend in albeo of clouds and changes in shortwave radiation reaching the ocean surface much better.
Conclusion, what little affect longwave radiation has on the the ocean surface is dwarfed by any small variance in shortwave radiation reaching the surface. Thats why the observed and predicted are so far apart because CO2 is only having a minor role at best.

Matt G
March 26, 2011 3:14 pm

Sorry typo, albedo not albeo. (please correct and delete this – wireless keyboard unreliable yet again)

Dave Springer
March 26, 2011 3:22 pm

Bob Tisdale says:
March 26, 2011 at 1:52 pm

Dave Springer says: “The green declining trend are moored buoys for the most part in the Pacific with some in the Atlantic beginning around 2000.”
I assume you’re discussing the graph in Figure 1. The legends for that graph and the maps, Figure 2, are confusing. The legend for Figure 1 shows the green as XBT, not moored buoys, and they don’t list the buoys. In Figure 2, the maps, they change color scheme, with the XBTs in red and the buoys in green.

Ah… yup. I was reading the text about Figure 2 and still had red = bathysphere in my head. So I’d consider the red line in figure 1 the most accurate although not as great in coverage. Interesting that the bathyspheres show a small opposing trend. The ARGO data is as bogus as Mann’s Hockey Stick. Essentially all these methods are in disagreement which means none of them can be trusted. Back to the drawing board.

March 26, 2011 6:25 pm

This comment is both towards a discussion of reconciling the OHC increases observed with that of supposedly generated by CO2 increases, and a request for expert knowledge on portions of the equations required to do so at a planetary level:
Some back calculations:
Between 1970 and 2002, the OHC increased by 0.31GJ/m2. The oceanic surface area of the planet is 3.35E24m2, meaning the OHC increased by 1.04E23 Joules during that time. Between 1970 and 2002 the SST increased by 0.38C, the land stations by 0.86C and the global mean temperature by 0.52C, according to GISTemp public records.
Between 1970 and 2002 the atmospheric CO2 content increased by about 45 ppmv, according to the Mauna Loa records. The IPCC radiative forcing for a doubling of CO2 at 380 ppmv is 3.75 W/m2; a 45 ppmv increase should translate as 0.444 W/m2. Over the 30 year period the average increase in equivalent thermal forcing would be 0.222 W/m2, as the relationship between radiative forcing and CO2 is linear, at least for small increases. The surface of the oceans being as noted above, the theoretical energy additional to the oceans by CO2 is 1.05E23 Joules for this 30 year period.
The measured OHC change 1970-2002 of 1.04E23 Joules matches well with the theoretical increase above the oceans of 1.05E23 Joules. Since the CAGW theory has the air warming the ocean (not the reverse, which would be the solar-warming way), a 99% heat injection into the oceans would be required, leaving 1% for warming the air above the oceans to the equilibrium-in-a-moment amount of 0.38C. This efficiency is obvious impossible, as well as leaving insufficient energy in the atmosphere to account for the warming.
The proposed CO2 warming is, of course, global, while the ocean-air surface is only 70.1% of the planet. So an additional portion, the 29.9% of the surface, of 0.46E23 Joules from CO2 as calculated must be involved in heating the oceanic air. If we take the global air all together, the increase of 0.52C of global air temperatures results from the infusion of the 0.46E23 Joules, but not all of it. The land station data shows an increase of 0.86C; taking the surface of the planet to be in instantaneous equilibrium with the air above it, a portion of the 0.46E23 Joules is responsible for the land warming up, too.
If the OHC measurements and the IPCC CO2 radiative forcing assumptions are to be reconciled, the reconciliation to be found is in the reasonableness of an air mass with an area of 4.78E14 m2 (the entire planet) being warmed by 0.52C, and a non-ocean, surface mass with a surface area of 1.43E14 m2 (29.9% of the entire planet) being warmed by 0.86C with a total of 0.46E23 Joules.
At this point I need help. First, the air:
To calculate the air mass changed by global warming (0.52C) one needs to know not just the area (4.78E14m2) but the height and average density of the air that has warmed. I can’t find that. To find the amount of energy required to heat that mass one also needs to know the heat capacity of the air involved; I also don’t know that. But with those two pieces of information, the global air mass warmed and the number of joules needed, the atmospheric chunk of the 0.46E23 Joules retained between 1970 and 2002 can be calculated.
Second, the non-ocean, “land” surface:
Northerners know that about 2m below the surface at the US/Canadian border the “dirt” rests at a steady local average temperature (about 55*F/12.8C), as neither the summers heat nor the winter’s cold penetrate deeper. It takes 4 months of only about 18*F/-10C to accomplish this, due to a its thermal conductivity. The temperature below this is determined by the geologic-time stable geothermal gradient, one thing not affected by AGW. (The temperature increase at the surface of 0.86C globally should be noticeable several meters down locally by now, but that is a separate point.) This increase occurs at a fixed rate dependent on the heat capacity of the ground material, while the depth of temperature change depends on the material’s thermal conductivity. These are two other numbers I can’t find to use.
There will be greater certainty in calculation of the mass and heat capacity of the air and, therefore, the total Joules needed to heat the planetary atmosphere 0.52C than the numbers needed to figure out how many Joules are needed to have heated the surface 0.86C. If the calculation is made for the air and subtracted from the 0.46E23 Joules remaining after taking account of the increase in OHC, then we will have a maximum amount available for the heating of the land. That will give us ranges for what is possible, and whether it is enough to account for the non-ocean “land” heating observed based on estimates of thickness of material heated and its heat capacity.
What I expect is that there will be insufficient heating from 3.75 W/m2 radiative forcing to account for observed and calculated increased heat content of oceanic, atmospheric and surface masses. This will not be a sign that CO2 warming is greater than 3.75 W/m2, but that the number is different from 3.75. This means that whatever the situation is, the current IPCCs assumptions and calculations must be wrong.
There is, I expect, much more, not less, energy coming into the system than the IPCC can account for by CO2 forcing or water-vapour feedback. An increase in insolation must be involved, possibly by a change in the timing of cloud cover variations through the year and position on the globe, if not by a simple total cloud cover/decreased albedo over the planet.
As noted, this comment is partly a request for help. First to check the math and the concept! and second, to be advised on the probable mass, heat capacity and (by consequence) the energy retained by the atmosphere between 1970 and 2002. The AHC, by comparison to the OHC. Third, from earth scientists or engineers working with buried structures, the what the heat capacity of various ground and plant materials might be.
All we are working with is 0.46E23 Joules, 30.7% of what 0.222 W/m2 of CO2 induced radiative heat retention is supposed to have occurred between 1970 and 2002 by IPCC dogma. If we can see that it is not enough, the 3.75 W/m2 of radiative forcing by a doubling of CO2 is, by another direction, busted.

Ron Cram
March 27, 2011 7:14 am

Bob,
Very good post. Figure 5 was especially interesting. Do you plan to submit this analysis to a journal? I highly recommend that you do.

March 27, 2011 7:50 am

Ron Cram says: “Figure 5 was especially interesting. Do you plan to submit this analysis to a journal?”
Nope. I’m just a blogger.

RoHa
March 27, 2011 7:26 pm

So for those pub-style arguments, do I say
“the Warmists say the oceans should be heating up rapidly, but the ARGO data shows they have hardly warmed up at all”
or
“the Warmists say the oceans should be heating up rapidly, but the ARGO data shows they haven’t warmed up at all”

Ron Cram
March 27, 2011 10:19 pm

Bob,
Ryan O’Donnell was just a blogger when he became lead author of the paper refuting Steig 2009. Perhaps you can convince an often published author to help you tighten up the analysis for publication. I would suggest Roger Pielke or Criag Loehle. Seriously, Bob, I think you have made a contribution here.

Editor
March 29, 2011 3:23 am

For those interested, I’ve moved my blog to WordPress.
http://bobtisdale.wordpress.com/