Sentences with phrase «global average temperature anomaly»

I compute the trends as simple linear least squares fits through the monthly global average temperature anomalies for each dataset (from Figure 1).
Global average temperature anomaly from 1880 to 2012, compared to the 1951 - 1980 long term average.
The impact of these changes in cloud cover can account for the variations in HadCRUT4 global average temperature anomalies and the divergence between land and sea temperatures.
It compiles a diverse set of sea surface (not deep water) temperature proxies to estimate a spatially - weighted global average temperature anomaly.
Likewise the sattelite global average temperature also reports global average temperature anomalies to one thousanth of a degree.
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.
Global average temperature anomaly from 1880 to 2012, compared to the 1951 — 1980 long - term average.
ABSTRACT From 1950 to 1987 a strong relationship existed between the El Nino Southern Oscillation (ENSO) and HadCRUT4 global average temperature anomaly, interrupted occasionally by volcanic eruptions.
*** 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 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 increase in the global average temperature anomaly and the divergence of land and sea surface temperatures also coincided with two significant changes in global average cloud cover.
With three - quarters of 2013 already in the books, we can make a pretty good guess as to what the global average temperature anomaly is going to be at years» end, and perform the same analysis we described above, but ending in the year 2013 instead of 2012.
«Statistical models that make no sense in terms of calculating hemispheric or global average temperature anomalies» — got a cite for that?
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