Sentences with phrase «average temperature anomaly»

During the peak period 1930 — 40, the annually averaged temperature anomaly for the area 60 ° — 90 ° N amounted to some 1.7 °C.

Bars representing each country's annual average temperature anomaly pulse up and down.

Bars representing each country's annual average temperature anomaly pulse up and down.

These sets of data are constructed by taking the high and the low temperature of the stations around the planet and averaging the temperatures until the annual average temperature anomaly is reached.

Global average temperature anomaly from 1880 to 2012, compared to the 1951 - 1980 long term average.

Whereas averaged temperature anomalies of these four intervals -LRB--5.5, -5.1, -4.9 and -5.5 °C, respectively) only slightly differ from one another, the mean value of CO2 between 799 and 650 kyr (212 p.p.m.v.) is 4 — 9 % lower than for the ensuing periods (227, 234 and 222 p.p.m.v.; see further illustrations in the Supplementary Information).

Global average temperature anomaly from 1880 to 2012, compared to the 1951 — 1980 long - term average.

Figure 5.3 shows the linear trends (1955 to 2003) of zonally averaged temperature anomalies (0 to 1,500 m) for the World Ocean and individual basins based on yearly anomaly fields (Levitus et al., 2005a).

They point out that if we assume the data are normally distributed, then the July 2010 average temperature anomaly value was more than 4 standard deviations above the July mean (and they have a lovely graph to emphasize it):

Figure 4 in B.A. Black et al.: This image shows annually averaged temperature anomalies in excess of 3 °C for the first year after the Campanian Ignimbrite (CI) eruption compared with spatial distribution of hominin sites with radiocarbon ages close to that of the eruption.

And as such, both work rather well in estimating average temperature anomalies, of adhering to a reality that exists independently of each — like cartesian and polar coordinate systems to a nearly flat plane.

Using more complex models that are spatially inaccurate to estimate a «global» trend of a not very thermodynamic relevant average temperature anomaly isn't exactly a slam dunk improvement.

The period of increased warming from 1987 to 1997 loosely coincided with the divergence of the global average temperature anomalies over land, which are derived from observation station recordings, and the global average anomalies in sea surface temperatures.

The average of RSS and UAH monthly readings, from Jan 2001 to Dec 2010, the 10 year average temperature anomaly is 0.2014 C.

Earlier in the paper, the AR (1) assumption is justified by regressing each year's average temperature anomaly against the previous year's and studying the residuals from that fit:

Better, would be to use 10 - year averaging which shows the highest average temperature anomaly occurred in July, 2002, and has not increased since (the small decrease since is not statistically significant, which is basically what Phil Jones has said).

Back in land of sense, once a 15K global average temperature anomaly arises through natural variability then there is such a very strong feedback making reaching a 20K anomaly sufficiently unlikely that I think we should ignore it in same way as possibility of earth jumping into centre of sun.

In each grid - cell, compute the average (over all stations in the grid - cell) of the monthly temperature anomalies to produce a single time - series of average temperature anomalies for each month (years 1880 through 2015).

Figure 5.3 shows the linear trends (1955 to 2003) of zonally averaged temperature anomalies (0 to 1,500 m) for the World Ocean and individual basins based on yearly anomaly fields (Levitus et al., 2005a).

Using annual average temperature anomaly from NASA GISS (one of the data sets Schwartz uses), after detrending by removing a linear fit, Schwartz arrives at his Figure 5g:

It computes global - average temperature anomalies from GHCN v2 data.

For the oceans, the globally - averaged temperature anomaly of +0.83 °C (+1.49 °F) was the highest on record for December, surpassing the previous record set in 2009 by 0.19 °C (0.34 °F).

I compute the trends as simple linear least squares fits through the monthly global average temperature anomalies for each dataset (from Figure 1).

Annual average temperature anomalies.

Average temperature anomaly for June 1943 to May 1944 is 0.18 (0.24 ENSO - corrected).

Annual average temperature anomalies.

The IPCC TAR projection and the 1998 - 2002 average temperature anomaly are baselined to match Easterbrook's projections in 2000.

It compiles a diverse set of sea surface (not deep water) temperature proxies to estimate a spatially - weighted global average temperature anomaly.

*** The table below shows the global average temperature anomalies for the last 20 years (2014 only includes data from Jan to Oct, so may change).

The 2014 average temperature anomaly is also in keeping with temperatures since late 2001, when the global average temperature rose to a level that is generally warmer than the 30 - year baseline average.

The average temperature anomaly... Continue reading →

Although the corrected Supplementary Information repeats the statement (in Figure S1) «(h): Ensemble - average temperature anomalies (relative to 1850) for each single - forcing simulation», the current version of Figure S1 at the relevant GISS webpage states «(h): Ensemble - average temperature anomalies (relative to 1850 — 59) for each single - forcing simulation».