This map shows how wet and dry periods have varied over time. Draw a rectangle over a region or click a place on the map, to see graphs for that location. These graphs depict how much rainfall (or temperature) varies from year to year, decade to decade, and over the past century. This information can be used for planning purposes on different timescales, and to provide context for recent memories of rainfall patterns or specific events in a longer-term perspective.
If year-to-year shifts are orange or red, then year-long shifts in rain or temperature may be particularly important in your location.
Global-mean multimodel-mean temperature record
Data Source:
CMIP3 multi-model ensemble mean
Observations
Data Source:
monthly mean precipitation and temperature from CRU TS 3.1
Contact ifrc@iri.columbia.edu if you are a humanitarian-decision maker with questions about information in this Map Room, or other weather and climate related questions. We usually respond within one business day.
Contact help@iri.columbia.edu with any technical questions or problems with this Map Room, for example, the forecasts not displaying or updating properly.
This “Recent Climate Trends Maproom” shows how wet and dry (or hot and cold) periods have varied over the past century. Many parts of the world have dry seasons and rainy seasons (or summers and winters) within each year, but also have entire years or decades that are unusually dry or wet (or hot or cold). These graphs are intended to show trends in rain/snow (or temperature) over three “timescales”:
On the map, if the colour of a location is closer to red, it means that 10-year-long shifts in rain (or temperature) may have greater importance for that location. The legend shows the degree of important of rainfall (or temperature) changes that can be explained by this 10-year trend.
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Decade-long shifts in climate. After detrending, about 20% of the variance of annually-resolved white noise would be expected to accrue to the decadal component, as here defined, for a sample of this size (about 100 years). White noise is a random process having no “memory,” in the sense that its value at a particular time does not exhibit any dependence on its values at other previous times. This differs from processes having memory or “persistence,” in which the process level is dependent on previous values (such processes tend to vary more slowly than white noise). Thus, a decadal variance fraction of as much as 20% (meaning the decadal fraction divided by the sum of decadal and interannual fractions alone) should not be mistaken for the signature of a systematic decadal oscillation, or even a slow random process, that differs from white noise. As a result, the Medium importance of decade-long shifts is defined as the decadal variance fraction (relative to the sum of decadal and interannual fractions only) comprised between 15% and 25%. The Low category is defined as decadal variance fraction lower then 15%; the High category greater than 25% and the Extremely High category greater than 40%.
Year-to-year shifts in climate. Complementarily, an interannual variance fraction of as much as 80% is expected in a random signal. Therefore, the Medium importance of year-to-year shifts is defined as the interannual variance fraction (relative to the sum of decadal and interannual fractions) comprised between 75% and 85%. The Low category is defined as interannual variance fraction lower then 75%; the High category greater than 85% and the Extremely High category greater than 90%.
Century-long shifts in climate. The trend, or more precisely the part of the regional signal which is linearly dependent on global mean temperature, here called century-long shifts, has different statistical characteristics than the decade-long and year-to-year shifts signals so that we used a different approach to define its categories of importance. The categories are simply and intuitively defined relatively to the importance of the two other time scale components. Thus, Extremely High category is assigned when the trend variance fraction (relative to total variance of the original signal) is greater than both the decadal and interannual fraction variances; High category when the trend variance fraction is comprised between the two others; Medium when the trend variance fraction is lower than both other fractions; Low when the trend variance fraction is lower than at least 10% less than the smaller of the two other trends.