Guest essay by Paul Homewood
WUWT carried the story yesterday of the paper by Kodra & Ganguly, forecasting a wider range of temperature extremes in the future.
According to the Northeastern University press release, using climate models and reanalysis datasets, the authors found that
While global temperature is indeed increasing, so too is the variability in temperature extremes. For instance, while each year’s average hottest and coldest temperatures will likely rise, those averages will also tend to fall within a wider range of potential high and low temperate extremes than are currently being observed.
But is there any evidence that this has been happening? We can check what’s been happening in the US, by using the US Climate Extremes Index, produced by NOAA.
Of course, the US only accounts for 2% of the Earth’s surface, (except when there is a polar vortex, a mild winter or a drought in California), but it seems a sensible place to start. We also know that climate models often bear very little resemblance to reality!
Just to recap, the US Climate Extremes Index, or CEI, is based on an aggregate set of conventional climate extreme indicators which, at the present time, include the following types of data:
- monthly maximum and minimum temperature
- daily precipitation
- monthly Palmer Drought Severity Index (PDSI)
- landfalling tropical storm and hurricane wind velocity.
In terms of temperature, the CEI is
- The sum of (a) percentage of the United States with maximum temperatures much below normal and (b) percentage of the United States with maximum temperatures much above normal.
- The sum of (a) percentage of the United States with minimum temperatures much below normal and (b) percentage of the United States with minimum temperatures much above normal.
So, for instance, we can plot maximum temperatures during summer months:
http://www.ncdc.noaa.gov/extremes/cei/graph/1/06-08
And, minimum temperatures in winter:
http://www.ncdc.noaa.gov/extremes/cei/graph/2/12-02
The reds indicate the percentage of the US, which were “much above normal”, and the blues “much below normal”. The CEI also lists the actual percentages, so we can plot the “much aboves” in summer, and the “much belows” in winter, thus:
The trend is to an increasing percentage with above average summer temperatures, although recent years seem to be at similar levels to the 1930’s. (The CEI is based upon adjusted temperatures, before anyone asks).
In winter, though, the trend is decreasing.
We can now combine the summer and winter sets together.
[I have simply added together the percentages, although of course some areas could have experienced both hot and cold – think of it as an index].
Clearly, the overall trend is to extreme temperatures reducing. In other words, the area of the US experiencing unusually high or low temperatures is tending to grow smaller. (Although it is interesting to note the relative absence of such extremes in the years around 1970).
Of course, although this analysis tells us about the area of the country affected, it does not say anything about how extreme the temperatures are. But we can check this very simply, using the NCDC Climate At A Glance datasets.
The graph below shows the difference each year between winter and summer temperatures, for the country as a whole, along with a 10-Year average. As can be seen, the variation from winter to summer has been getting smaller in recent years.
The most extreme year was 1936, when the hottest summer on record (even after adjustments) followed the second coldest winter. I wonder how their models account for that?
FOOTNOTE
NOAA offer this definition of how they calculate their index:
The U.S. CEI is based on an aggregate set of conventional climate extreme indicators which, at the present time, include the following types of data:
- monthly maximum and minimum temperature
- daily precipitation
- monthly Palmer Drought Severity Index (PDSI)
- landfalling tropical storm and hurricane wind velocity
* experimental (not used with the Regional CEI)
Each indicator has been selected based on its reliability, length of record, availability, and its relevance to changes in climate extremes.
Mean maximum and minimum temperature stations were selected from the U.S. Historical Climatology Network (USHCN) (Karl et al. 1990). Stations chosen for use in the CEI must have a low percentage of missing data within each year as well as for the entire period of record. Data used were adjusted for inhomogeneities: a priori adjustments included observing time biases (Karl et al. 1986), urban heat island effects (Karl et al. 1988), and the bias introduced by the introduction of the maximum-minimum thermistor and its instrument shelter (Quayle et al. 1991); a posteriori adjustments included station and instrumentation changes (Karl and Williams 1987). In April 2008, maximum and minimum temperature data from the USHCN were replaced by the revised USHCN version 2 dataset. In October 2012, a refined USHCN v
ersion 2.5 was released and replaced version 2 data for maximum and minimum temperature indicators.
The U.S. CEI is the arithmetic average of the following five or six# indicators of the percentage of the conterminous U.S. area:
- The sum of (a) percentage of the United States with maximum temperatures much below normal and (b) percentage of the United States with maximum temperatures much above normal.
- The sum of (a) percentage of the United States with minimum temperatures much below normal and (b) percentage of the United States with minimum temperatures much above normal.
In each case, we define much above (below) normal or extreme conditions as those falling in the upper (lower) tenth percentile of the local, period of record. In any given year, each of the five indicators has an expected value of 20%, in that 10% of all observed values should fall, in the long-term average, in each tenth percentile, and there are two such sets in each indicator.
A value of 0% for the CEI, the lower limit, indicates that no portion of the period of record was subject to any of the extremes of temperature or precipitation considered in the index. In contrast, a value of 100% would mean that the entire country had extreme conditions throughout the year for each of the five/six indicators, a virtually impossible scenario. The long-term variation or change of this index represents the tendency for extremes of climate to either decrease, increase, or remain the same.
The index is built up from the Climate Divisional Database, and therefore reflects the area of the US, rather than a simple percentage of stations.
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See, your mistkae here is you used the real data. To get the right answer your supposed to use a model.
TYPO: A “not” should be added to:
Someone should have presented this at Kodra’s dissertation defense.
May I remind you of the first rule of climate ‘science’ , where the models and reality differ in value it is reality which is in error. So you see no problem here ,
Question: Are the thermostats that are located throughout the U.S. a good representation of the data collected? Let’s say you have 100 thermometers in areas where temperatures are usually hotter and only 50 thermometers in areas where temperatures are just hot or to the cooler side of things, how is something like this smoothed out for good average data? Or am I being silly asking this question?
Here’s the average Daily Rising temp/Nightly falling temp for the US, based on almost 25 Million samples
YEAR RISING FALLING SAMPLE
1940 20.50393484 20.47222222 11970
1941 19.53602778 19.60376813 16268
1942 20.62009818 20.88718292 42576
1943 21.78958025 21.82869697 85002
1944 20.94628723 20.92561388 94929
1945 20.02836995 20.00437425 106144
1946 19.47600231 19.52145536 60535
1947 19.45848696 19.43814313 64334
1948 20.55756832 20.64052146 169562
1949 20.93780081 20.92489737 226056
1950 21.01726485 21.01279422 233793
1951 20.78761791 20.80262304 235986
1952 20.91286519 20.92834733 241349
1953 21.14826316 21.16224432 239458
1954 21.18784382 21.17370699 234317
1955 20.3439529 20.35577617 188611
1956 20.67196148 20.70659344 192100
1957 19.3519177 19.34870139 195286
1958 19.61351195 19.61132888 194909
1959 20.1410413 20.13474709 185345
1960 19.92417841 19.93018531 187684
1961 20.08189199 20.09685848 186470
1962 20.36645334 20.39177643 185163
1963 21.0058528 21.01024281 185535
1964 20.76135838 20.72739444 184793
1965 19.27401642 19.30817235 170881
1966 19.57937553 19.6218895 169008
1967 19.55240118 19.56793839 169271
1968 19.51440729 19.51537004 170969
1969 18.95651795 18.93003303 166540
1970 19.54189321 19.53865825 162444
1971 19.26583696 19.25906808 137157
1972 18.76846915 18.75793202 132835
1973 20.02816604 20.42532869 294958
1974 21.24096576 21.38641482 294917
1975 20.49408906 20.62964706 301018
1976 21.83571708 22.10139707 320099
1977 20.91972511 21.06568956 328282
1978 20.29562287 20.60190881 335288
1979 20.46592403 20.53014617 331747
1980 20.8307819 20.97933053 332650
1981 20.48358197 20.88219905 328797
1982 19.83992645 20.02764071 332003
1983 19.15595028 19.3837069 345723
1984 19.85890881 20.08549393 360525
1985 20.03335094 20.14719434 372943
1986 19.50725367 19.816422 383930
1987 20.06616619 20.32877043 385632
1988 21.02669699 21.227329 391606
1989 20.56740949 20.64185731 395250
1990 20.418652 20.57721881 398649
1991 17.98420449 18.60500473 394707
1992 17.90495645 18.41617037 416750
1993 18.2091921 18.5470867 434645
1994 20.14231631 20.5312268 436340
1995 18.35030187 18.92208783 437938
1996 18.85282218 19.05290403 430075
1997 18.78094141 18.90643062 436832
1998 19.67155262 19.71053558 450407
1999 21.58228053 21.65410029 487966
2000 21.48298772 21.58884048 508221
2001 21.45373636 21.56394752 520225
2002 21.14346663 21.15276393 569660
2003 21.05350293 21.1376414 577460
2004 20.4428097 20.45503992 621845
2005 20.52533899 20.57531986 715948
2006 20.13166306 20.17761288 758360
2007 19.92639519 19.98142808 792546
2008 20.12080306 20.19714083 825239
2009 19.58897239 19.61750471 862979
2010 19.56543667 19.61219247 895938
2011 20.14376982 20.1788869 881756
2012 20.91335563 20.98746102 884833
The overall average of all years:
9999 20.14606499 20.25408602 24801967
The average doesn’t look like it’s changed much, nor what I’d call having a trend.
Convergence. (sorry for the drive by, couldn’t resist.)
PeterK says:
July 31, 2014 at 1:25 pm
Not a silly question at all, just all bad answers.
Thermometers are where people are (were), and we didn’t populate the US based on a grid. So they are not distributed in a pattern meant to do a good job at measuring the US’s temp.
What you do about that is subject to much discussion, I tend to think it’s better to use all of the data, unevenly sampled and all. Others (BEST, NASA, GISS, CRU) use the measurements to create a “field” of temperature, then average this field. IMO this field is too abstract, displaying a value in places where no measurements ever existed.
Far to easy to make your Surface Temp Model meet your expectations.
This seems like a flawed analysis. Summer extremes are based on high temperatures and winter extremes are based on low temperatures. If the winter extremes are declining, that’s an indication of warming. The decline in winter lows cannot be averaged with the increase in summer highs to produce anything meaningful in terms of climate.
Annual hurricane number above average is often included in the extreme weather events.
Hurricanes occurrence is closely related to the AMO (Atlantic Multidecadal Oscilation).
Since the AMO cycle appears on the verge of its down-slope, the hurricane frequency is expected to fall too. Arctic atmospheric pressure appears to confirm a forthcoming down-trend in both the AMO and the number of (near future) hurricane events.
i would love to comment, but I legally can’t; because The Nature conservancy persuaded me into signing into a gag easement……… so I lost my right to voice my opinion.
This is a good example of how easily empirical data clobbers the vaporous theories of the global warmers.
“IMO this field is too abstract, displaying a value in places where no measurements ever existed.”
Silly.
The field is a prediction.
Suppose you have 40000 stations.
you build the Field using 5000
Then you test how well that field predicts the 35000 you held out.
Second
Now after you prove that the predicted field works (using hold out data ) you then
build a field using 40000 stations..
AND THEN
you go into the archives and you RESCUE old data that has never been digitized
and you have MORE out of sample data
In short there are places where measurements existed, but that data is on paper. So you can test your prediction when you find NEW data.
Finally you can ( as one guy is doing now ) go to old stations that stopped recording
and place new measurement instruments there. And we can test the methods going forward.
this will be some very interesting data given the region.
make predictions. test them.
If there is one thing I would like to hammer home to everybody it would be this
1. There is no “average” of past temperatures. all the groups create a field. This field is a PREDICTION of what would have been recorded.
2. The prediction will never be perfect
3. you test the prediction in three ways
A) hold data out when you build the field
B) test your field against hold outs
C) continue to recover old data and add new stations.
all the methods for creating these predictions will have issues. If you live in the illusion that there is a historical truth that you can recover you will always be fustrated. The best you get is a prediction of what you think the past was based on the present evidence you have of the past.
there are ways to test this prediction. do that.
Steven Mosher commented
Do you compare the number on that paper to your prediction for the papers date, or do you have to make adjustments to it first? And how do you log the error?
I think there are historical measurements, that’s all the true we have.
Wayne Delbeke says:
July 31, 2014 at 1:29 pm
Convergence. (sorry for the drive by, couldn’t resist.)
——
Regression to the Mean
Why would you only look at extreme lows for winter and extreme highs for summer? You need to look at extreme highs and lows for both summer and winter? I don’t think this is a good test. I bet you’d find the same going to summer and winter but excluding them seems to only show half the picture.
The most extreme year was 1936, when the hottest summer on record (even after adjustments) followed the second coldest winter. I wonder how their models account for that?
Easy. Difference is that the most important GHG was in short supply. That would be water vapor and water in general. Height of the dust bowl, where the ground got no evaporative cooling and the winter had no way to stop night time IR stoppage.
Yet they keep on assuring me that my eyes are lying, and that weather / climate in the US of A is actually getting more extreme.
John Holdren
http://www.breakingnews.com/item/2014/05/06/white-house-science-adviser-john-holdren-says-clim/
I am so sick of the Climate Conjecturologists.
“While global temperature is indeed increasing”? Not really.
“So too is the variability in temperature extremes”? Apparently not.
“Each year’s average hottest and coldest temperatures will likely rise”?
“Will likely rise”? When? After a lengthy hiatus? Or likely not?
“Those averages will also tend to fall within a wider range than are currently being observed”?
“Tend to”? What the heck is that supposed to mean? Either they will or they won’t.
Roger Knights
TYPO: A “not” should be added to:
Thanks, corrected.
Mr. Mosher says…
Is it really necessary to start with “Silly”?
Civil conduct is something one usually learns in grade school. Time to put climate aside and work on more basic skills. Make the great leap from child to adulthood please.
TRG:
The study put that temp. extremes, both high and low, were on the increase. This was refuted by the post with empirical data. It was not an issue of warming or no.
It confirms the warming trend, on the other hand assuming the same relative humidity there is a substantial difference between the max and minimum temperature.
JJM Gommers commented
Doesn’t look like the same method of measuring rain was used prior to 1973-1975, there was a large discontinuity in station sample counts then (I don’t know why this is).
YEAR RELH RAIN
1940 65.73307302 2.862918123
1941 67.43702257 3.750997414
1942 64.56667054 1.801965941
1943 61.69952112 2.292016192
1944 64.81837934 2.440795184
1945 66.49475955 2.854816683
1946 67.14167375 4.313983141
1947 66.56546188 5.051973176
1948 66.21899474 3.6774646
1949 65.66566384 3.18632797
1950 65.29381852 3.426637066
1951 65.4477694 3.620850651
1952 63.64801599 3.138566762
1953 63.10479051 3.260858562
1954 62.8811022 3.075652787
1955 63.64037453 4.064352034
1956 62.97443738 4.04604431
1957 66.5868783 5.21168486
1958 65.61188795 5.641995114
1959 64.75258125 5.477060728
1960 64.89406063 5.077035995
1961 64.83817198 5.121213938
1962 64.27947343 5.045563102
1963 62.71922655 4.463527918
1964 62.73616448 4.682886409
1965 64.58225669 3.098533825
1966 63.36422396 3.04735061
1967 63.7762625 3.158226583
1968 63.59051314 3.133923096
1969 64.9212314 3.169604752
1970 63.75464292 2.770137235
1971 64.08985445 5.035354955
1972 65.50917593 5.814275488
1973 66.03885706 54.67717893
1974 64.79188912 33.68853919
1975 65.81995263 33.5236337
1976 62.44187927 27.38660259
1977 63.31710615 27.70439865
1978 64.94271182 26.55442439
1979 65.06118666 25.72635776
1980 63.42987421 20.35689145
1981 63.94709412 21.48338516
1982 65.32446474 24.54734504
1983 65.6743313 25.43160239
1984 64.57100098 21.77386744
1985 64.28054331 20.47517287
1986 65.32372484 19.67176038
1987 63.48928085 18.50520612
1988 61.26936401 17.05257372
1989 63.54917543 19.60258364
1990 63.51614209 21.54539251
1991 64.59321421 20.75344794
1992 65.57367346 20.69746662
1993 65.63519036 21.74581632
1994 64.39591741 21.66006949
1995 65.17763212 16.70661974
1996 65.55042502 18.65793782
1997 66.73046193 18.81543757
1998 67.91632324 21.09147663
1999 64.89698447 21.11487886
2000 66.68246655 21.44845463
2001 67.32907498 19.73568207
2002 66.68873101 22.57551686
2003 67.55623033 25.15722909
2004 68.38129822 22.99680479
2005 66.59322945 21.82989059
2006 64.68054743 21.61713779
2007 65.17790934 20.51624765
2008 65.47567241 21.09059053
2009 66.54103838 21.81812305
2010 66.29844316 20.0408544
2011 65.31661863 18.42620844
2012 63.86552013 18.20600982
9999 64.94771665 5219.689742
Steven Mosher says:
July 31, 2014 at 2:15 pm
“If you live in the illusion that there is a historical truth that you can recover you will always be fustrated. The best you get is a prediction of what you think the past was based on the present evidence you have of the past.”
I don’t think you understand the real problem. Measuring temperature is not the same as measuring energy flux which is what you are really trying to do. Averaging to produce an anomaly will show a cooler past than the present.
Simply taking the highs or lows and comparing them produces a much more accurate ‘prediction’ of the past than creating anomalies. Try it, it isn’t that hard 🙂
What you do is re write history to suit your objective! Yep, 1984 all over again!
Percent of CONUS Area….
Are the thermometers evenly distributed across the CONUS? No.
Let us not forget there is a UHI effect and a Zombie effect to deal with.
Both effects tend toward the increase in extremes of heat and reductions in the extremes of cold.
Let’s start with the Zombie effect. In recent years, up to 45% of the stations, which contribute to the CONUS area, have been discontinued and infilled, i.e. fabricated, by using surviving stations “nearby” according to some regional homogenization. What the radius of influence is for this influence, I don’t know, but I think we need to know.
Also over the century, almost every existing station has experienced UHI influence, as population rises, energy use increases, streets are paved and widened, buildings built, and irrigation use increases.
Not all stations suffer the same degree of UHI. I argue that the Zombie stations, the ones shut down are disproportionately from rural, low UHI effected stations. But even if Zombie stations were evenly distributed across the UHI influence, the are the surviving stations used to infill the Zombies coming from a higher average UHI effect than the station that was discontinued? Is the net result that the Zombie effect is magnifying the UHI problem? That is the way I’ll bet.