Peterson 2003 stated:
Contrary to generally accepted wisdom, no statistically significant impact of urbanization could be found in annual temperatures.
Last week, Peterson sent me a list of the 289 sites used in this study, together with the classification into urban and rural. As I noted previously, there are many puzzles in the allocation of sites to urban and rural with many “urban” sites seemingly being at best very small towns and, in some cases, rural themselves. So, in that sense, it would seem unsurprising if Peterson didn’t observe any difference between the two networks.
(Lead-in posts are here and here.)
Assuming nothing, I downloaded raw daily data for 282 out of 289 sites. (The other 7 sites either had id number discrepancies or were not online at GHCND.) From this, I calculated average monthly TMAX and TMIN temperatures for all the sites and then calculated 1961-1990 anomalies. I then calculated simple averages of the “raw” anomalies for the two networks BEFORE any jiggery-pokery. Even if all the subsequent adjustments are terrific, from a statistical point of view, it’s always a good idea to see what your data looks like at the start. Here is a plot (with a 24 month smooth.)
As you see in the bottom panel, there is an observable trend in the difference between Peterson-urban and Peterson-rural sites. The delta over 100 years is just under 0.7 deg C.

Figure 1. Peterson 2003 Network Averages. Top -“urban”; middle – “rural” ; bottom – difference.
You would think that this would have been one of the first tests that Peterson would have carried out and his failure to either carry out this test or report such results if the procedure were carried out is noticeable.
Peterson’s articles describes a series of adjustments: for elevation, latitude, time-of-observation, MMTS. Not all of these adjustments are relevant to an anomaly-based comparison. For example, the adjustment for elevation and latitude is relevant to a direct comparison of urban and rural absolute temperatures, but not for a comparison of anomaly trends. Peterson cites literature (Quayle et al 1991) which states that MMTS introduction has minimal effect on averages (although it increases the TMIN and reduces the TMAX). So this would not account for the difference.
Peterson reported on TOB as follows:
The percentage of stations reading in the afternoon is about the same for rural (33%) as urban (35%). However, rural stations have a higher percentage of a.m. readers (53% versus 37%) and a lower percentage of midnight readers (14% versus 27%) than urban stations.
Again for trends, the salient point is the change in proportions, rather than the specific mechanism. The implication of Peterson’s analysis would seem to be that the 0.7 deg C delta in Peterson urban-Peterson rural differential is not due to the effect of urbanization on the urban sites but related somehow to the higher present proportion of morning to midnight readers in the rural network.
Readers should note that Peterson does not carry out TOB adjustments based on documented changes in observation time (which USHCN users might assume). Instead Peterson has used a procedure attributed to DeGaetano BAMS 2000, which purports to estimate observation time based on the properties of the data itself. The DeGaetano procedure, as with so many of these recipes, is not a statistical procedure known to statistical civilization off the island. You can’t go to a statistics textbook and learn its properties. There is no systematic presentation of DeGaetano-adjusted TOBS series against USHCN adjusted series.
However, regardless of the merits of the DeGaetano adjustment, I think that it’s incorrect for Peterson to say that there is no observable difference in urban and rural trends in his network. There is a substantial difference in trends in the “raw” data, which should have been reported. He believes that this difference is due to TOBS changes based on De Gaetano adjustments, but it’s possible that there is some other explanation for the difference, including the obvious candidate – UHI.
UPDATE
This comparison actually gets a little worse.
In the figure below, I’ve calculated the average unadjusted temperature for actual cities, rather than places like Snoqualmie Falls. My criterion for inclusion in this calculation is whether the city has a major league sports franchise and includes a variety of mostly small market cities: Milwaukee, Sacramento, Orlando, San Antonio, Cincinnati, San Diego, Seattle, Salt Lake City, New Orleans, plus a couple of larger places: Detroit, Philadelphia, Dallas. To my knowledge, no sports franchises are considering re-location or expansion to Snoqualmie Falls, Hankinson, Pine Bluff or the various other supposedly “urban” sites that dilute the Peterson network.
In this data set that supposedly shows the following:
Contrary to generally accepted wisdom, no statistically significant impact of urbanization could be found in annual temperatures.
actual cities have a very substantial trend of over 2 deg C per century relative to the rural network – and this assumes that there are no problems with rural network – something that is obviously not true since there are undoubtedly microsite and other problems. At the very end of the graphic, the change levels off – I wonder if that might indicate increased settlement effects at rural sites.

Figure 2. Comparison of Peterson Sites with Major League Sports Franchises to Rural Network
Now this doesn’t prove anything one way or the other about other networks – other than there is a need to be wary. However, the notion that Peterson 2003 is a sustainable authority for the IPCC proposition that “rural station trends were almost indistinguishable from series including urban sites” seems increasingly difficult to accept.