We’re happy to announce that just last week the National Oceanic and Atmospheric Administration (NOAA) predicted a 91% chance of a La Niña winter throughout the Northern Hemisphere. But what does this mean for British skiers heading to the Alps?
OnTheSnow knows how eager you are to get as much information
as possible about this winter’s skiing conditions. We’ve gathered weather research from meteorological teams and summarised the facts to bring you our long-range weather forecast for winter 2022-2023 in Europe.
The first signs are looking very promising! At the start of autumn, meteorologists look west towards the Pacific Ocean in search of the first signs of a La Niña winter. The La Niña phenomenon is a weather pattern that begins with below-average sea surface
temperatures across the central and east-central equatorial Pacific Ocean and can end in bumper snowfalls to the Alps!
With the recent announcement of a 91% chance of a La Niña winter, the long-range weather forecast for winter 2022-23 in Europe is giving skiers reason to be optimistic!
How is a La Niña winter predicted?
In August the NOAA reported below-average sea surface temperatures across the
central and east-central equatorial Pacific Ocean. It was also a dry month, with convection and rainfall being suppressed over the western and central tropical Pacific. This combination of factors is a big indication that La Niña is on its way. And this will have a big impact on Europe’s long-range weather forecast for winter 2022-23.
After gathering the atmospheric data, the NOAA concluded last week that, “La Niña is favoured to continue through the Northern Hemisphere this winter
2022-23, with a 91% chance in September-November, decreasing to a 54% chance in January-March 2023.”
See the latest Oceanic and atmospheric conditions which are updated weekly on the Climate Prediction Center website (El Niño/La Niña Current Conditions and Expert Discussions). The next ENSO Diagnostics Discussion
is scheduled for Oct. 13.
El Niño and La Niña have their biggest impact on global climate during the Northern Hemisphere winter. The presence of La Niña will have a huge knock-on effect to Europe’s long-range weather forecast for winter 2022-23. During past La Niña winters, the Alps has seen record amounts of snowfall. So early signs are looking good for UK skiers!
How does the La Niña/El Niño phenomenon effect snowfall
in the Alps?
La Niña is a phenomenon related to the marine atmosphere and is the colder opposite of El Niño. Like El Niño, his “sister” La Niña is causing weather changes around the world.
Steady and persistent tropical trade winds blow towards and along the Equator in both Hemispheres. During a La Niña cycle, strong easterly winds effect ocean surface currents, resulting in warmer surface waters being
pushed from east to west. Then deeper, colder waters replace them. This cold surface water then shifts from the South American coast to the tropical Pacific. It results in an overall decrease in humidity and precipitation in the coastal parts of North and South America.
Of course a phenomenon like this has a massive impact on global weather conditions. La Niña usually brings colder winters to Europe. But it will depend on
when the current La Niña of the CP (Central Pacific) type is changed to the EP (Eastern Pacific) type. This change will gradually bring warmer air, milder temperatures and also less precipitation to Europe. So fingers crossed that La Niña doesn’t change from CP to EP too soon!
Other factors effecting Europe’s long-range weather forecast for winter 2022-2023:
Well weather, as we know, is very hard to predict so far in advance. And that is why it is difficult to predict snowfall, especially for specific regions. Changes come from day to day.
Weather often develops differently than meteorological models predicted. And we should say there are many other factors that could come into play before winter which could lessen the effect of the La Niña phenomenon.
Some European ski resorts are already open! Read our Early season skiing in Europe article.
Check out our list of
open ski resorts in Europe.
NOAA's CPC Winter 2022-23 Outlook for the Upper Mississippi River Valley
Released: November 17, 2022
Bottom Line for the Local Area...
NOAA's Climate Prediction Center (CPC) forecast for the upcoming winter months of December-February:
Temperatures:Colder than normal is slightly favored across
the Upper Mississippi River Valley.
Precipitation:Wetter-than-normalis slightly favored across the Upper Mississippi River Valley. This does not necessarily imply that this winter will end up being snowier than normal.
While a weak to moderate La Niña is expected to impact the weather across much of the United States,
its impacts in the Upper Mississippi River Valley can be highly variable with both temperatures and precipitation. For more details on why these shifts were made, please see the local winter outlook tab below.
Background...
There is a 76% chance of La Niña during the Northern Hemisphere winter (December-February) 2022-23, with a transition to ENSO-neutral favored in February-April 2023 (57% chance). Due to this, the CPC
winter temperature and precipitation outlooks are consistent with typical La Niña impacts across much of the United States. In the Upper Mississippi River Valley, these winters can be highly variable with both temperatures and precipitation.
"Below-average sea surface temperatures (SSTs) strengthened in the east-central Pacific Ocean during October [Fig. 1]. All of the latest weekly Niño index values were near -1.0°C, with the exception of Niño-1+2 which was at -1.8°C [Fig. 2]. Since late July 2022, negative subsurface temperature anomalies have been quite persistent [Fig. 3], reflecting the stationary pattern of below-average temperatures across the eastern Pacific Ocean [Fig. 4]. For the monthly average, low-level easterly wind anomalies and upper-level westerly wind anomalies were evident across most of the equatorial
Pacific. However, in the last week, the low-level trade winds weakened in association with sub-seasonal tropical variability. Convection remained suppressed over the western and central tropical Pacific and enhanced over Indonesia [Fig. 5]. Overall, the coupled ocean-atmosphere system continued to reflect La Niña.
The most recent IRI plume forecast of the Niño-3.4 SST
index indicates La Niña will persist into the Northern Hemisphere winter 2022-23, and then transition to ENSO-neutral in February-April 2023 [Fig. 6]. The forecaster consensus, which also considers the North American Multi-Model Ensemble (NMME), is in agreement with the timing of this transition. The recent weakening of the trade winds suggests below-average SSTs may be near
their minimum, though considerable uncertainty remains over how gradually the anomalies will decay. In summary, there is a 76% chance of La Niña during the Northern Hemisphere winter (December-February) 2022-23, with a transition to ENSO-neutral favored in February-April 2023 (57% chance; [Fig. 7])." (Source: CPC El Niño/Southern Oscillation (ENSO) Diagnostic Discussion - November 10, 2022)
This will be the third consecutive winter that will be impacted by La Niña. Since 1900, this has only happened 4 times. These 3-peat La Niñas occurred from 1908-11, 1915-18 (developed during the winter of 1915-16), 1973-76,
& 1998-2001. These third La Niña winters are highly variable with their temperatures, precipitation, and snowfall. For those curious about why this occurs, Nat Johnson wrote an article on it for the NOAA Climate Blog on May 27, 2021.
Besides La Niña, this winter will also be affected by:
Arctic
Oscillation (AO) and North Atlantic Oscillation (NAO) - These oscillations can influence the number of Arctic air masses that penetrate into the Southern United States and nor'easters on the East Coast.
Eastern Pacific Oscillation (EPO) - This can affect the location of where the cold air masses will be located in the northern United States
Madden-Julian Oscillation (MJO) - This can
affect both temperatures and precipitation in the weekly time scale.
CPC 2021-22 U.S. Winter Outlook
Local Winter Outlook
What is La Niña?
La Niña Winter Avg. Temps
La Niña Winter Precipitation
La Niña Seasonal Snow
La Niña
AWSSI
La Niña Severe Weather
Local La Niña Winter Data
Arctic Oscillation
Madden Julian Oscillation
North Atlantic Oscillation
Past Winters
CPC 2022-23 U.S. Winter Outlook:
The following video highlights from NOAA's 2022-2023 Winter Outlook
that provide seasonal predictions for temperature, precipitation, and drought. This video and related map images can also be accessed at https://www.noaa.gov/news-release/us-winter-outlook-warmer-drier-south-with-ongoing-la-nina. (NOAA Climate.gov, based on NWS CPC data)
Winter 2022-23 U.S. Temperature Outlook:
The greatest chance for warmer-than-average conditions is in western Alaska, the Central Great Basin, and Southwest extending through the Southern Plains.
Warmer-than-average temperatures are also favored in the Southeastern U.S. and along the Atlantic coast.
Below-normal temperatures
are favored from the Pacific Northwest eastward to the western Great Lakes and the Alaska Panhandle.
The CPC winter temperature forecasts to the right show the most likely outcome where there is greater confidence, but this is not the only possible outcome. Equal chance display areas where confidence is low, so there is an equal chance of it being among the warmest third, near-normal, or among the
coldest third.
CPC's Winter 2022-23 U. S. Temperature Outlook
Winter 2022-23 U.S. Precipitation Outlook:
Wetter-than-average conditions are favored from the Pacific Northwest east into the Great Lakes, and from the Tennessee River Valley northeast into New England. The highest shift in the probabilities is found from eastern Washington into western Montana and from the Ohio River Valley north into the Great Lakes.
Drier-than-average conditions
are favored across the southern US. The highest shift in the probabilities is across southern Texas and northern Florida.
The remainder of the U.S. falls into the category of equal chances for below-, near-, or above-average seasonal total precipitation.
The CPC winter forecasts to the right show the most likely outcome where there is greater
confidence, but this is not the only possible outcome. Equal chance display areas where confidence is low, so there is an equal chance of it being among the wettest third, near-normal, or among the driest third.
CPC's Winter 2022-23 U. S. Precipitation Outlook
Winter 2022-23 U.S. Drought Outlook:
Widespread extreme drought continues to persist across much of the West, the Great Basin, and the central-to-southern Great Plains.
Drought is expected to impact the middle and lower Mississippi Valley this winter.
Drought development is expected to occur across the South-central and Southeastern U.S., while drought conditions are expected to improve across the Northwestern U.S. over the coming months.
This seasonal U.S. Drought Outlook map to the right is for November 2022 through January 2023 and predicts persistent widespread drought across much of the West, the Great Basin, and the central-to-southern Great Plains. (NOAA)
CPC's Winter 2022-23 U. S. Drought Outlook
Local Winter Outlook:
Winter 2022-23 Temperature Outlook:
Locally, the odds have been tilted slightly toward colder-than-normal (not just a tenth of a degree colder than normal, but among the coldest third of the winters from 1991-2020) in northeast Iowa, southeast Minnesota, and western Wisconsin.
Why
colder-than-normal?
Favorable things for a colder-than-normal winter.
Weak La Niñas (41% chance for this winter) tend to favor colder- and near-normal winters. Just 2 have been among the warmest third.
Moderate La Niñas (27% chance for this winter) tend to be in the coldest third of winters. Out of the 6 moderate La Niñas, 4 have been among the coldest third, and 2 were near-normal. The one negative with this is that the
past 2 winters were moderate La Niñas and they were both near-normal. One thing to note is that this is a small sample size.
The CFS version 2 climate model is favoring colder-than-normal temperatures for this winter.
Above-normal sea surface temperatures in the northern Pacific
also favor colder-than-normal temperatures in the north-central US and Great Lakes. However, these sea surface temperature anomalies can change quickly, so not always good for seasonal forecasts.
Unfavorable things for a colder-than-normal winter.
Very few winters have been in the coldest third over the past decade (optimal climate normal). La Crosse has only had 1 winter in the coldest third and Rochester has only had 2 winters (2013-14 & 2018-19)
in the coldest third.
Since the late-1980s, La Niña winters have been highly variable at La Crosse. There were 4 warmer-than-normal, 4 near-normal, and 5 colder (5) than normal. Meanwhile, there have been more near-normal winters (6) than either colder (3) or warmer (4) than normal at Rochester.
Winter 2022-23 Precipitation Outlook:
Locally, wetter-than-normal(not just a hundredth of an inch wetter than normal, but among the wettest third of the winters from 1991-2020) is slightly favored across the Upper Mississippi River Valley. This was based on recent trends over the past decade. Meanwhile, in northeast Iowa and southeast Minnesota, there are equal chances for drier-, near-, and wetter-than-normal.
Why
wetter-than-normal?
Favorable things for a wetter-than-normal winter.
Dynamical climate models are suggesting wetter-than-normal across much of Wisconsin.
During the past 15 years (optimal climate normal), La Crosse, WI has had 8 winters that were wetter-than-normal winters, 4 winters with near-normal precipitation, and 3 winters that were drier than normal. Rochester, MN has had 9 winters that were wetter-than-normal winters,
5 winters with near-normal precipitation, and only 1 winter that was drier than normal (2019-20).
Unfavorable things for a wetter-than-normal winter
La Niñas can be highly variable with precipitation. La Crosse has seen 8 in the wettest third, 8 near normal, and 8 in the driest third. Meanwhile, Rochester has had 10 near-normal, 7 among the wettest third, and 7 among the driest third.
Wetter-than-normal
does not necessarily mean that it will be snowier than normal. The seasonal snow has been highly variable during the 24 La Niñas since 1949-50.
In La Crosse WI, 8 were in the snowiest third, 7 were near-normal, and 9 were in the lowest third for snow. These winters averaged 44.3" of snow which was 2" less than the 1991-2020 normal of 46.3". The snow total ranged from 19.4" (1975-76)
to 73.2" (1974-75) - a very large range.
In Rochester MN, 13 were in the snowiest third, 9 were near-normal, and 2 were in the lowest third for snow. These winters averaged 48.9" of snow which was 4.2" less than the 1991-2020 normal of 53.1". The snow total ranged from 28.4" (1975-76) to 70.5" (2011-12) - again, a large range.
Snowstorms will occur at times this winter. However,
the frequency, number, and intensity of these events cannot be predicted on a seasonal timescale.
What is La Niña?:
What is La Niña?
Author: Mike Halpert October 23, 2017
La Niña literally means "the little girl." in Spanish. La Niña is also sometimes called El Viejo (Old Man),
anti-El Niño, or simply "a cold event" or "a cold episode". La Niña refers to abnormally cold water temperatures across the central and eastern equatorial waters (5°N-5°S, 120°-170°W)] of the Pacific Ocean. La Niñas typically occur every 3 to 7 years.
How do La Niña's Develop?
During La Niña, the surface winds across the entire tropical Pacific are stronger than usual, and most of the tropical Pacific Ocean is cooler than average.
This results in more upwelling of cold water off the Peruvian coast which results in even colder waters in the central and eastern equatorial waters. Rainfall increases over Indonesia (where waters remain warm) and decreases over the central tropical Pacific (which is cool). Over Indonesia, there is more rising air motion and lower surface pressure. There is more sinking air motion over the cooler waters of the central and eastern Pacific.
Generalized Walker Circulation (December-February) anomaly during La Niña events, overlaid on a map of average sea surface temperature anomalies. Anomalous ocean cooling (blue-green) in the central and eastern Pacific Ocean and warming over the western Pacific Ocean enhance the rising branch of the Walker circulation over the Maritime
Continent and the sinking branch over the eastern Pacific Ocean. Enhanced rising motion is also observed over northern South America, while anomalous sinking motion is found over eastern Africa. NOAA Climate.gov drawing by Fiona Martin.
How long does La Niña typically last?
La Niña episodes typically last 9-12 months. They both tend to develop during the spring (March-June), reach peak intensity during the late autumn or winter
(November-February), and then weaken during the spring or early summer (March-June). it is common for La Niña to last for two years or more. The longest La Niña lasted 33 months.
Global La Niña Impacts:
During La Niña winters, cooler-than-normal temperatures are typically found across western and central Canada, Japan, eastern China, southern Brazil, parts of western and southern Africa, and Madagascar. Wetter-than-normal
conditions are found in Indonesia, western and central Canada, and southeast Africa. Meanwhile, drier-than-normal conditions are seen across central South America.
U.S. La Niña Impacts:
There has been a fair amount of variability in the winter temperature and precipitation patterns during La Niña, but also that there are some clear
tendencies for above or below normal temperature or precipitation in some regions.
La Niña Composites:
Another way to examine the common features of La Niña winters is to create a composite map (an average of all of these individual maps). This will highlight those regions that often have temperature or precipitation anomalies of the same sign.
For temperature, there’s a strong tendency for temperatures to be below average across some of the West and North, particularly in the Northern Plains, with a weaker signal for above-average temperatures in the Southeast, as shown in the image below.
Winter temperature differences from average (degrees F) during La Niña winters dating back to 1950. Temperatures tend to be
colder than average across the northern Plains and warmer than average across the southern tier of the United States. NOAA Climate.gov image using data from ESRL and NCEI.
Winter precipitation differences from average (inches)
during La Niña winters dating back to 1950. Precipitation tends to be below-average across the southern tier of the United States and wetter than average across the Pacific Northwest and Ohio Valley. NOAA Climate.gov image using data from ESRL and NCEI.
The precipitation pattern, presented above, shows negative anomalies (indicating below-normal rainfall) across
the entire southern part of the country with a weaker signal of above-average precipitation in the Ohio Valley and in the Pacific Northwest and the northern Rockies.
However, these figures are based on about 20 different La Niña episodes, many of them from the 1950s, 1960s, and 1970s, and we have not removed the longer-term trends from the temperature and precipitation data used here. The trend is an important component of seasonal temperature forecasts. It’s fairly trivial to break
the sample size in half and compare the temperature patterns for the older half to the more recent half. That provides a significantly different picture, with the average of the latest events much warmer than the earlier ones. We can see this by comparing the right image below (more recent events) with the one to the left of it (older events).
Comparison of
winter temperature differences from average (degrees F) between the earliest and most recent ten La Niña winters dating back to 1950. Temperatures tend to be warmer across much of the country during the most recent ten La Niña events as compared to the earliest ten La Niña events. NOAA Climate.gov image using data from ESRL and NCEI.
This picture is
consistent with long-term warming trends in the United States. These historical relationships along with guidance provided by a suite of computer models play a strong role in the final outlooks. Differences between the two periods for the precipitation composites are much smaller and therefore are not shown here.
Footnotes
(1) The terciles, technically, are the 33.33 and 66.67 percentile positions in the distribution. In other words, they
are the boundaries between the lower and middle thirds of the distribution, and between the middle and upper thirds. These two boundaries define three categories: below-normal, near-normal, and above-normal. In the maps, the CPC forecasts show the probability of the favored category only when there is a favored category; otherwise, they show EC (“equal chances”). Often, the near-normal category remains at 33.33%, and the category opposite the favored one is below
33.33% by the same amount that the favored category is above 33.33%. When the probability of the favored category becomes very large, such as 70% (which is very rare), the above rule for assigning the probabilities for the two non-favored categories becomes different.
La Niña Winter Temperatures
Author: Tom
Di Liberto (October 6, 2017)
When La Niña develops across the tropical central/eastern Pacific Ocean, it can affect areas thousands of miles away, including the United States. The effects are usually strongest in Northern Hemisphere winter. However, no two La Niña winters will have identical temperature and precipitation patterns across the United States.
The series of maps to the right shows temperature patterns across the continental United States compared to the 1981-2010 average for
every winter season—December through February—since 1950 that coincided with La Niña conditions in the equatorial Pacific Ocean. The years are ranked by how far below average the temperatures were in the central/eastern tropical Pacific: strong (at least -1.5° Celsius colder than average), moderate(between -1°
and -1.5°C), and weak (between -0.5° and -1°C colder-than-average).
In general, the stronger the La Niña, the more reliable the impacts on the United States. The typical U.S. impacts are warmer- and drier-than-average conditions across the southern tier of the United States, colder-than-average conditions across the north-central Plains, and wetter-than-average conditions in the Pacific Northwest stretching into northern California.
However, as is evident in
these maps, there is a great deal of variability even among strong La Niña events. For example, 8 of the 11 strong and moderate events show the cool conditions in the Northern Great Plains, which is most winters, but not all. This “failure” of the typical pattern occurs because La Niña is never the only thing that influences the climate over the United States during the winter. Other climate phenomena, such as the Arctic Oscillation or the Madden Julian Oscillation, as well as
the random nature of weather, can also play a large part in how winter turns out.
Winter (December-February) temperature during strong, moderate, and weak La Niñas since 1950 (Winter 2017-18 not included)
Midwest La Niña Winter (DJF) Average Temperature Departures (24 Winters since 1949-50)
La Niña Winter Precipitation
Author: Tom Di Liberto (October 12, 2017)
When La Niña develops across the tropical central/eastern Pacific Ocean, it can affect areas thousands of miles away, including the United States. The effects are usually strongest in Northern Hemisphere winter. However, no two La Niña winters will have identical precipitation patterns.
This series of maps shows precipitation patterns across the continental United States compared to the 1981-2010 average for every winter season—December through February—since 1950
that coincided with La Niña conditions in the equatorial Pacific Ocean. The years are ranked by how far below average the temperatures were in the central/eastern tropical Pacific: strong (at least -1.5° Celsius colder than average), moderate (between -1° and -1.5°C), and weak (between
-0.5° and -1°C colder than average).
In general, the stronger the La Niña, the more reliable the impacts on the United States. The typical U.S. impacts are warmer- and drier-than-average conditions across the southern tier of the United States, colder-than-average conditions across the north-central Plains, and wetter-than-average conditions in the Ohio Valley and Pacific Northwest/Northern California.
However, as is evident in these maps, there is a great deal of variability even
among strong La Niña events. And some impacts are more reliable than others. For example, 9 of the 11 strong and moderate events show wetter-than-average conditions in the Pacific Northwest—though the intensity of the anomaly varies—which is most winters, but not all. And 6 of the 11 events produced wet conditions in the Ohio Valley, which is slightly more than half, but far from a guarantee.
This “failure” of the typical pattern occurs because La Niña is never the
only thing that influences the climate over the United States during the winter. Other climate phenomena, such as the Arctic Oscillation or the Madden Julian Oscillation, as well as the random nature of weather, can also play a large part in how winter turns out.
Winter (December-February) precipitation during strong, moderate, and weak La Niñas since 1950 (Winter 2017-18 not included)
Midwest La Niña Winter Winter (DJF) Precipitation Departures (24 Winters since 1949-50)
La Niña Seasonal Snow
Author: Stephen Baxter (November 21, 2017)
La Niña is associated with a retracted jet stream over the North Pacific Ocean. The retreat of the jet stream results in more blocking high pressure systems that allow colder air to spill into western and central Canada and parts of the northern contiguous U.S. At the same time, storm track activity across the southern tier of the U.S. is diminished under upper-level high
pressure, which also favors milder-than-normal temperatures. The storm track is, in turn, shifted northward across parts of the Ohio Valley and Great Lakes (2).
Based on climate analysis (3) from this new snow dataset, we see that La Niña favors increased snowfall over the Northwest and the northern Rockies, as well as in the upper
Midwest Great Lakes region. Reduced snowfall is observed over parts of the central-southern Plains, Southwest, and mid-Atlantic.
Snowfall
departure from average for all La Niña winters (1950-2009). Blue shading shows where snowfall is greater than average and brown shows where snowfall is less than average. Climate.gov figure based on analysis at CPC using Rutgers gridded snow data.
This La Niña footprint is pretty intuitive. Given the northward shift of the storm track, relatively cold and wet conditions are
favored over the northern Rockies and northern Plains, resulting in the enhancement of snowfall. Warmer and drier winters are more likely during La Niña over more southern states, and this is exactly where seasonal snowfall tends to be reduced (4). The more vigorous storm track and slight tilt toward colder temperatures over the northern tier of the U.S. during La Niña modestly increase the chance of a relatively snowy
winter.
Snow and Strength
We can break up the snow pattern further and look at the weakest and strongest La Niña events. Splitting La Niña events into strength reveals some interesting differences worth investigating further. In this preliminary analysis below, there is a suggestion that weaker events are snowier over the Northeast and northern and central Plains on average.
Snowfall departure from average for weaker La Niña winters (1950-2009). Blue shading shows where snowfall is greater than average and brown
shows where snowfall is less than average. Climate.gov figure based on analysis at CPC using Rutgers gridded snow data.
On the other hand, stronger La Niña events (see below) are snowier across the Northwest, the northern Rockies, western Canada, and the Alaska panhandle. Also, there is a tendency toward below-average snowfall over the mid-Atlantic, New England, and northern and
central Plains, which is not seen during weak La Niña.
Snowfall departure from average for stronger La Niña winters (1950-2009).
Blue shading shows where snowfall is greater than average and brown shows where snowfall is less than average. Climate.gov figure based on analysis at CPC using Rutgers gridded snow data.
Overall, stronger La Niña events exert more influence on the winter climate pattern over western North America. Weaker events appear to be associated with more widespread above-average snow over
the northern United States. Because a weak La Niña means that the forcing from the Pacific is weaker than normal, it may imply other mechanisms (e.g. Arctic Oscillation) may be at play and is worth further investigation.
The predictability of seasonal snowfall may be somewhat similar to precipitation in that one or two big events can dramatically affect the seasonal average. Thus, in general, the expected prediction skill is likely to be lower than for temperature. However, because
temperature also plays an important role in snowfall, some predictability is likely nonetheless. And like for seasonal temperature and precipitation, knowing the state of ENSO is a pretty reasonable place to start.
Midwest La Niña Seasonal Snow Departures (24 Winters since 1949-50)
Footnotes
This new dataset is documented in Kluver et al. (2016) “Creation and Validation of a Comprehensive 1° by 1° Daily Gridded North American Dataset for 1900-2009: Snowfall” in the Journal of Atmospheric and Oceanic Technology. The dataset for this analysis goes up to 2009, so we are going to look at winters from 1950-51 to 2008-09. Total cold season snowfall accumulation from October through April is used here.
This is consistent with the temperature
pattern: the storm track is enhanced where the temperature gradient is stronger than normal.
Here we are using composite analysis to show snowfall. In this case, we take just the La Niña years between 1950-51 and 2008-09 and compute the mean. For the strength composites, we divide the 18 La Niña winters between 1951-2009 into weak or strong cases. The median ONI value used to split them is -0.95°C during December-February (DJF) average. We need to be cautious in drawing too many conclusions based on the large reduction in our sample size. Composites also emphasize variance: regions with more year-to-year variability will have higher amplitude composite signals.
The areas in the South that
favor below-average snowfall during La Niña are most evident where the snowfall climatology is reasonably high. That is where the signal is most likely to come through the noise
La Niña AWSSI
Author: Midwestern Regional Climate Center
Winter seasons have significant societal impacts across all sectors ranging from direct human health and mortality to commerce, transportation, and education. The question “How severe was this winter?” does not have a simple answer. At the very least, the severity of a winter is related to the intensity and persistence of cold weather, the amount of snow, and the amount and persistence of snow on the ground. The Accumulated Winter Season Severity Index
(AWSSI) was developed to objectively quantify and describe the relative severity of the winter season.
The current season (2022-23) AWSSI can be found here.
Goals of the AWSSI
Objectively index winter conditions
Use commonly available data—max/min temperature, snowfall, and snow depth or precipitation
Create a historical database of AWSSI for any location with daily temperature, snow, and precipitation data
Allow comparisons of season-to-season severity at one location in the context of the climatology of that location or between locations
Use as a
baseline to scale subjective impacts such as those to snow removal, commerce, and transportation
Apply to multiple users and their needs
Limitations
Does not include wind (e.g. wind chill, blowing snow)
Does not include mixed precipitation or freezing rain explicitly (a precip‐only version of AWSSI may help address the impacts of these events)
Thresholds have been set with impacts in mind and are subject to adjustment in the future as analysis continues.
How does the AWSSI accumulate?
The AWSSI is not limited to meteorological winter (December ‐ February) but is intended to capture winter weather from its earliest occurrence to its last. The winter season begins when the first of any one of the following instances occur:
First measurable snowfall (>= 0.1 inch)
• Maximum temperature at or below 32°F • December 1
The winter season ends at the
last occurrence of any of the following:
• Last measurable snowfall (>= 0.1 inch) • Last day with 1 inch of snow on the ground • Last day with a maximum temperature of 32°F or lower • February 28/29 AWSSI Point Thresholds
Daily scores are calculated based on scores assigned to temperature, snowfall, and snow depth thresholds. The daily scores are accumulated through the winter season, allowing a running total
of winter severity in the midst of a season as well as a final, cumulative value characterizing the full season. Accumulations of the temperature and snow components of the index are computed separately and then added together for the total index. This allows a comparison of the relative contribution of each to the total score.
The AWSSI has been processed for 52 locations across the continental U.S. to provide a variety of locations in different climate regimes for analysis. The AWSSI is
calculated for each season from 1950‐1951 to 2012‐2013. The seasonal data is then subject to quality control, and seasons missing data that would contribute 5% or more of the seasons AWSSI are removed. Averages and standard deviations are calculated for running accumulations of daily temperature and snow scores as well as the total AWSSI. The AWSSI data is gathered every hour throughout the day.
Quintiles of AWSSI scores were determined for each location. Descriptive categories were
assigned to each quintile as follows:
Annotated Scoring Page Sample:
CONUS AWSSI during La Niña (23 Winters since 1954-55)
La Crosse, WI AWSSI during La Niña (23 Winters since 1954-55)
Rochester, MN AWSSI during La Niña (23 Winters since 1954-55)
Additional Information
Information Sheet (2-page) - pdf
The
Accumulated Winter Season Severity Index (AWSSI) Barbara E. Mayes Boustead, Steven D. Hilberg, Martha D. Shulski, and Kenneth G. Hubbard. Journal of Applied Meteorology and Climatology, Vol. 54, No. 8, August 2015: 1693-1712. Abstract | Full Text| PDF (2545 KB)
An Accumulated Winter Season Severity Index. Barbara Mayes Boustead, NOAA/NWS, Valley, NE; and S. Hilberg, M. D. Shulski, and K. G. Hubbard. Presented at 93rd Annual Meeting of the American Meteorological Society, January 2013.
An Accumulated Winter Season
Severity Index (AWSSI). Webinar for the NWS Central Region, February 2017.
For more information, please contact Barb Mayes Boustead () at the National Weather Service or Steve Hilberg
().
La Niña Severe Weather:
La Niña Severe Weather:
Author: Michael K. Tippett and Chiara Lepore April 27, 2017
ENSO shifts the atmospheric circulation (notably, the jet stream) in ways that affect winter temperature and precipitation over the U.S. The changes in spring (March-May) are similar to
those during winter, but somewhat weaker.
These shifts would also be expected to impact thunderstorm activity: El Niño tends to shift the jet stream farther south over the U.S., which blocks moisture from the Gulf of Mexico, reducing the fuel for thunderstorms. On the other hand, La Niña is associated with a more wavy and northward shifted jet stream, which might be expected to enhance severe weather activity in the south and southeast. Indeed, historic tornado outbreaks in 1974, 2008, and 2011 started during La Niña conditions.
However, tornado and severe weather activity is more variable (“noisier” and harder to predict) than ordinary weather (think temperature and precipitation), and any
ENSO signal is harder to see. Until recently, the only solid evidence showing that more tornadoes occur during La Niña conditions was for winter (January-March), when the ENSO signal is strongest, but average tornado activity is relatively low (Cook & Schaefer, 2008).
A recipe for tornadoes
A clearer picture of the impact of ENSO emerges when we look at the ingredients that are conducive to tornado and thunderstorm occurrence (Allen et al., 2015a).
Instead of only looking at individual weather events, it’s important to consider the environmental cues for the outbreak of severe weather.
Two important ingredients for tornadoes are atmospheric instability (e.g., warm, moist air near the surface and cool dry air aloft) and vertical wind shear (winds at different altitudes blowing in different directions or speeds). Measures of these tornado-friendly ingredients can be combined into
indexes that are less noisy than actual tornado reports and let us see how the phases of ENSO make the environment more or less favorable for severe weather (footnote 1).
In much of the U.S., La Niña conditions are associated with increases in these environmental factors and in tornado and hail reports. The largest signal is present in the south and southeast (including parts of Texas, Oklahoma, Kansas, Louisiana, Arkansas, and Missouri), except in Florida where the opposite relation is
observed. Positive values indicate increased activity, and negative values indicate decreased activity compared to the long-term average (1979-2015).
Figure 1. Sea surface temperature pattern showing the warm phase of the Pacific Decadal Oscillation (top). The status of the PDO between 1950 and this year, shown at bottom, indicates a predominantly positive phase from about
1978 to 1998 and a negative phase since 1999. Image Credit: Climate Impacts Group, University of Washington.
In the South and Southeast, where the signal is strongest, we see a clear shift in activity with the ENSO phase, but with a tremendous range of variability, meaning some El Niño years still have high severe weather activity, and some La Niña years are relatively inactive. While increased tornado activity is generally associated with La Nina conditions, blaming this
year’s high activity on the weak La Nina conditions would be exaggerating the strength of the historical relationship (footnote 2).
Regional (100-90W, 31-36N) totals of March-May tornado reports, hail events, a tornado environment index (TEI), and a hail environment index (HEI) expressed as a percentage of their 1979-2015 average and conditioned on the ONI. Box
edges mark the 25th and 75th percentiles, and whiskers extend 1 and a half times the interquartile range. Figure by climate.gov; data from the authors.
Footnotes
1: The tornado environment index (TEI) and hail environment index (HEI) are functions of monthly averages of convective precipitation, convective available potential energy, and storm-relative helicity. TEI and HEI are calibrated to match the recent climatology of
tornado numbers and hail events. See Tippett et al. (2012) and Allen et al. (2015b) for more details.
2: Inside baseball: Further details of the ENSO relation
Overall, La Nina conditions are associated with enhanced U.S. tornado activity, but more detailed aspects of ENSO may also be relevant (Lee et al., 2012). Gulf of Mexico sea surface temperature is close to the part of the U.S. most strongly impacted by severe weather: warm Gulf of Mexico surface water in spring enhances
low-level moisture transport and southerly flow and is associated with enhanced US tornado and hail activity (Molina et al., 2016). The Gulf of Mexico sea surface temperature is negatively correlated with the tropical Pacific sea surface temperature, meaning when the tropical Pacific is cooler than average (La Niña), the Gulf of Mexico is usually warmer than average.
Seasonal (May-July) averages of Gulf of Mexico SST can be predicted with some skill (Jung and Kirtman, 2016). Atmospheric
angular momentum is related to ENSO and also shows the impact of tropical forcing on tornado activity (Gensini and Marinaro, 2016).
Local La Niña Statistics:
Past La Niña Winters Statistics for the Local Area:
In the tables below, red represents a value in the upper third of winters, blue represents a value in the lower third of winters, and black represents a
near-normal. For La Crosse, the temperature and precipitation data extend back to the 1872-73 winter and snowfall back to 1895-96. For Rochester, the temperature and precipitation data extend back to the 1886-87 winter and snowfall back to 1908-09.
La Crosse, WI:
La Niña Monthly Mean Avg Temperature for La Crosse, WI
Year
Dec
Jan
Feb
Season
1949-1950
24.6
15.7
20.6
20.3
1954-1955
24.4
17.2
18.2
20.0
1955-1956
15.4
15.5
17.4
16.1
1964-1965
17.4
11.0
13.9
14.1
1970-1971
19.4
7.4
17.0
14.5
1971-1972
24.5
11.1
16.1
17.2
1973-1974
18.9
18.0
19.1
18.6
1974-1975
26.5
18.1
18.7
21.2
1975-1976
23.7
13.1
29.0
21.8
1983-1984
6.4
14.1
30.3
16.6
1984-1985
21.5
10.9
16.4
16.3
1988-1989
21.8
24.2
12.8
19.8
1995-1996
21.0
11.9
19.9
17.5
1998-1999
29.2
14.3
31.2
24.7
1999-2000
27.4
18.1
30.6
25.2
2000-2001
8.6
20.6
16.3
15.1
2005-2006
19.7
31.1
21.9
24.3
2007-2008
19.4
14.6
14.9
16.3
2008-2009
14.1
8.8
22.8
15.0
2010-2011
16.7
14.1
20.2
16.9
2011-2012
28.1
23.8
29.1
27.0
2017-2018
21.9
18.8
21.0
20.6
2020-2021
27.6
23.4
12.8
21.3
2021-2022
28.7
12.8
18.3
19.9
Dec
Jan
Feb
Season
1991-2020 Normal
25.1
18.9
23.3
22.5
La Niña Mean
21.1
16.2
20.4
19.2
La Niña Max
29.2
(1998-99)
31.1
(2005-06)
31.2
(1998-99)
27.0
(2011-12)
La Niña Min
6.4
(1983-84)
7.4
(1970-71)
12.8 (1988-89 & 2020-21)
14.1
(1964-65)
La Niña Monthly Total Precipitation for La Crosse, WI
Year
Dec
Jan
Feb
Season
1949-1950
1.20
1.34
1.43
3.97
1954-1955
0.47
0.30
0.57
1.34
1955-1956
0.78
0.46
0.43
1.67
1964-1965
0.86
0.81
0.72
2.39
1970-1971
0.97
1.52
2.06
4.55
1971-1972
2.55
0.62
0.50
3.67
1973-1974
1.37
0.40
1.65
3.42
1974-1975
1.39
1.50
1.71
4.60
1975-1976
0.70
0.69
0.64
2.03
1983-1984
0.68
0.28
0.92
1.88
1984-1985
2.42
0.88
1.27
4.57
1988-1989
0.78
0.41
0.40
1.59
1995-1996
0.82
3.03
0.41
4.26
1998-1999
0.30
2.84
0.78
3.92
1999-2000
0.67
1.43
0.91
3.01
2000-2001
1.90
1.19
0.99
4.08
2005-2006
0.56
0.47
0.71
1.74
2007-2008
2.64
1.30
1.14
5.08
2008-2009
2.32
0.74
0.97
4.03
2010-2011
2.39
0.79
1.12
4.30
2011-2012
1.41
1.08
1.44
3.93
2017-2018
0.53
1.38
1.22
3.13
2020-2021
0.36
0.89
0.73
1.98
2021-2022
1.72
0.61
0.34
2.67
Dec
Jan
Feb
Season
1991-2020 Normal
1.49
1.25
1.19
3.93
La Niña Mean
1.24
1.04
0.96
3.24
La Niña Max
2.64
(2007-08)
3.03
(1995-96)
2.06
(1970-71)
5.08
(2007-08)
La Niña Min
0.30
(1998-99)
0.28
(1983-84)
0.34
(2021-22)
1.34
(1954-55)
Monthly Total Snowfall for La Crosse, WI
Year
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
1949-1950
0.0
0.0
0.0
7.5
7.0
12.7
8.1
0.2
0.0
35.5
1954-1955
0.0
T
6.7
5.3
4.8
3.3
8.8
T
T
28.9
1955-1956
0.0
T
4.8
8.0
5.8
3.8
22.4
4.5
0.0
49.3
1964-1965
0.0
T
4.7
6.7
12.7
6.6
15.0
1.6
0.0
47.3
1970-1971
0.0
T
1.1
13.5
26.5
20.4
5.6
0.5
0.0
67.6
1971-1972
0.0
0.0
3.8
12.0
10.2
8.0
11.9
3.0
0.0
48.9
1973-1974
0.0
0.0
T
9.8
2.0
14.9
7.6
0.7
0.0
35.0
1974-1975
T
0.0
2.2
10.1
18.8
20.1
18.1
3.9
0.0
73.2
1975-1976
0.0
0.0
1.7
1.0
8.0
2.7
6.0
0.0
T
19.4
1983-1984
0.0
0.0
4.0
9.2
3.5
1.7
11.0
T
0.0
29.4
1984-1985
0.0
T
2.9
13.3
9.4
5.3
14.5
T
0.0
45.4
1988-1989
0.0
T
7.6
5.2
3.8
7.9
19.3
T
T
43.8
1995-1996
0.0
0.5
6.1
8.8
35.0
1.2
5.8
3.3
0.0
60.7
1998-1999
0.0
0.0
0.3
4.1
31.9
2.4
5.3
0.0
0.0
44.0
1999-2000
0.0
0.3
0.0
4.9
9.4
5.4
3.7
1.9
0.0
25.6
2000-2001
0.0
T
2.8
25.5
4.3
6.2
8.1
0.1
0.0
47.0
2005-2006
0.0
0.0
6.1
12.9
1.6
11.4
7.8
T
0.0
39.8
2007-2008
0.0
0.0
1.7
24.2
18.3
15.0
7.9
0.8
0.0
67.9
2008-2009
0.0
T
4.0
32.7
10.1
7.7
1.2
T
0.0
55.7
2010-2011
0.0
0.0
T
32.3
11.3
10.8
5.6
4.7
0.0
64.7
2011-2012
0.0
T
0.7
4.3
13.2
2.8
0.5
T
0.0
21.5
2017-2018
0.0
T
T
4.4
10.8
9.5
6.1
19.0
0.0
49.8
2020-2021
0.0
2.3
1.0
4.6
9.0
12.1
4.0
T
0.0
33.0
2021-2022
0.0
0.0
0.8
15.0
9.5
3.9
0.3
1.0
0.0
30.5
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
1991-2020 Normals
0.0
0.3
3.4
10.9
11.8
9.7
7.3
2.9
0.0
46.3
La Niña Mean
0.0
0.2
3.0
11.5
11.5
8.2
8.5
2.8
0.1
44.3
La Niña Max
T
(1974-75)
2.3
(2020-21)
7.6
(1988-89)
32.7
(2008-09)
35.0
(1995-96)
20.4
(1970-71)
22.4
(1955-56)
19.0
(2017-18)
T (3 years)
73.2
(1974-75)
La Niña Min
0.0 (23 Years)
0.0 (11 Years)
0.0 (1949-50 &
1999-2000)
1.0
(1975-76)
1.6
(2005-06)
1.2
(1995-96)
0.3
(2021-22)
0.0 (1975-76 &
1998-99)
0.0 (21 Years)
19.4
(1975-76)
Rochester, MN
La Niña Monthly Mean Avg Temperature for Rochester, MN
Year
Dec
Jan
Feb
Season
1949-1950
20.9
10.3
14.3
15.2
1954-1955
22.4
14.6
15.2
17.5
1955-1956
12.8
12.4
13.1
12.7
1964-1965
15.4
9.7
11.6
12.2
1970-1971
18.0
5.8
16.4
13.3
1971-1972
20.0
6.5
12.4
13.0
1973-1974
14.8
12.8
15.8
14.4
1974-1975
22.3
14.6
15.4
17.5
1975-1976
22.5
12.7
28.2
21.0
1983-1984
2.9
12.4
25.4
13.3
1984-1985
19.1
10.2
14.8
14.7
1988-1989
19.2
21.7
9.3
17.0
1995-1996
18.1
9.6
17.0
14.9
1998-1999
25.0
11.1
26.6
20.7
1999-2000
23.5
14.4
26.3
21.3
2000-2001
6.1
17.4
11.2
11.6
2005-2006
17.2
28.1
19.6
21.7
2007-2008
17.0
12.8
13.3
14.4
2008-2009
12.5
8.5
20.7
13.7
2010-2011
14.7
11.4
18.0
14.6
2011-2012
26.1
22.8
27.7
25.5
2017-2018
17.9
14.6
15.3
16.0
2020-2021
24.7
20.7
8.3
17.9
2021-2022
24.9
9.4
13.9
16.1
Dec
Jan
Feb
Season
1991-2020 Normals
20.8
14.7
18.7
18.1
La Niña Mean
18.3
13.5
17.1
16.3
La Niña Max
26.1
(2011-12)
28.1
(2005-06)
28.2
(1975-76)
25.5
(2011-12)
La Niña Min
2.9
(1983-84)
5.8
(1970-71)
8.3
(2020-21)
11.6
(2000-01)
La Niña Monthly Total Precipitation for Rochester, MN
Year
Dec
Jan
Feb
Season
1949-1950
0.73
1.55
1.33
3.61
1954-1955
0.56
0.40
1.14
2.10
1955-1956
1.23
0.57
0.52
2.32
1964-1965
0.84
0.45
1.34
2.63
1970-1971
0.82
1.12
2.21
4.15
1971-1972
0.98
0.71
0.29
1.98
1973-1974
0.99
0.36
0.73
2.08
1974-1975
0.56
1.91
0.76
3.23
1975-1976
1.21
0.38
0.49
2.08
1983-1984
1.00
0.11
1.96
3.07
1984-1985
1.79
0.63
0.57
2.99
1988-1989
1.11
0.41
0.42
1.94
1995-1996
0.62
2.00
0.18
2.80
1998-1999
0.28
2.07
1.13
3.48
1999-2000
0.49
1.30
0.45
2.24
2000-2001
1.64
0.91
1.06
3.61
2005-2006
0.59
0.30
0.40
1.29
2007-2008
1.21
0.67
0.56
2.44
2008-2009
1.52
0.64
0.79
2.95
2010-2011
3.68
0.84
0.77
5.29
2011-2012
1.21
0.57
1.63
3.41
2017-2018
0.51
1.42
1.08
3.01
2020-2021
0.20
1.14
0.65
1.99
2021-2022
1.41
0.83
0.41
2.65
Dec
Jan
Feb
Season
1991-2020 Normals
1.28
0.99
1.02
3.29
La Niña Mean
1.05
0.89
0.87
2.81
La Niña Max
3.68
(2010-11)
2.07
(1998-99)
2.21
(1970-71)
5.29
(2010-11)
La Niña Min
0.20
(2020-21)
0.11
(1983-84)
0.18
(1995-96)
1.29
(2005-06)
Monthly Total Snowfall for Rochester, MN
Season
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
1949-1950
0.0
T
4.9
4.7
14.4
14.9
11.8
0.4
T
51.1
1954-1955
0.0
0.8
7.2
5.2
4.6
4.7
7.3
T
0.0
29.8
1955-1956
0.0
0.7
4.3
17.4
5.7
5.7
18.8
7.4
0.0
60.0
1964-1965
0.0
T
4.8
6.4
11.1
8.8
12.2
5.2
T
48.5
1970-1971
0.0
0.1
7.6
10.8
16.2
16.0
9.7
1.6
0.0
62.0
1971-1972
0.0
0.0
7.8
8.4
11.0
3.5
7.8
2.7
0.0
41.2
1973-1974
0.0
T
0.3
16.3
2.1
12.3
11.2
0.3
0.0
42.5
1974-1975
0.0
0.0
2.9
8.3
14.1
10.2
15.0
2.5
0.0
53.0
1975-1976
0.0
T
7.8
1.9
6.6
1.6
10.3
T
0.2
28.4
1983-1984
0.0
T
14.0
16.2
2.7
12.0
16.1
5.0
0.0
66.0
1984-1985
0.0
T
3.7
14.4
12.2
9.3
25.2
3.8
0.0
68.6
1988-1989
0.0
T
10.8
4.8
4.7
9.3
21.2
0.1
0.2
51.1
1995-1996
T
2.3
4.0
11.8
30.2
1.9
9.3
2.1
0.0
61.6
1998-1999
0.0
0.0
0.7
5.3
29.4
5.4
6.7
T
0.0
47.5
1999-2000
0.0
0.5
T
7.6
19.3
7.0
3.3
2.1
0.0
39.8
2000-2001
0.0
T
5.4
35.3
7.3
7.4
10.2
T
0.0
65.6
2005-2006
0.0
0.0
5.5
12.1
0.8
8.2
11.1
0.0
0.0
37.7
2007-2008
0.0
0.0
0.9
13.1
13.0
7.3
9.0
0.8
T
44.1
2008-2009
0.0
0.1
4.4
28.6
9.8
8.0
1.2
0.6
0.0
52.7
2010-2011
0.0
0.0
1.3
41.3
9.8
9.3
4.6
4.2
T
70.5
2011-2012
0.0
T
0.2
8.4
8.1
3.9
T
T
0.0
20.6
2017-2018
0.0
2.6
0.7
7.2
16.2
9.5
7.0
17.0
0.0
60.2
2020-2021
0.0
4.2
4.4
3.9
11.6
8.7
8.9
T
0.0
41.7
2021-2022
0.0
0.0
0.6
13.1
8.7
6.4
0.6
0.9
0.0
30.3
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
1991-2020 Normals
0.0
0.9
4.5
12.4
12.2
10.7
8.6
3.3
0.5
53.1
La Niña Mean
0.0
0.8
4.5
12.6
11.2
8.0
10.4
3.2
0.0
48.9
La Niña Max
T
(1995-96)
4.2
(2020-21)
14.0
(1983-84)
41.3
(2010-11)
30.2
(1995-96)
16.0
(1970-71)
25.2
(1984-85)
17.0
(2017-18)
0.2 (1975-76 &
1988-89)
70.5
(2010-11)
La Niña Min
0.0 (23 Years)
0.0 (8 Years)
T
(1999-2000)
1.9
(1975-76)
0.8
(2005-06)
1.6
(1975-76)
T
(2010-11)
0.0
(2005-06)
0.0 (18 Years)
20.6
(2011-12)
Arctic Oscillation:
Climate Variability: Arctic Oscillation (AO)
Author: LuAnn Dahlman August 30, 2009
The Arctic Oscillation (AO) refers to an atmospheric circulation pattern over the mid-to-high latitudes of the Northern Hemisphere. The most obvious reflection of the phase of this oscillation is the north-to-south location of the storm-steering, mid-latitude jet stream. Thus, the AO can have a strong influence on
weather and climate in major population centers in North America, Europe, and Asia, especially during winter.
The AO's positive phase is characterized by lower-than-average air pressure over the Arctic paired with higher-than-average pressure over the northern Pacific and Atlantic Oceans. The jet stream is farther north than average under these conditions, and storms can be shifted northward of their usual paths. Thus, the mid-latitudes of North America,
Europe, Siberia, and East Asia generally see fewer cold air outbreaks than usual during the positive phase of the AO.
Conversely, AO's negative phase has higher-than-average air pressure over the Arctic region and lower-than-average pressure over the northern Pacific and Atlantic Oceans. The jet stream shifts toward the equator under these conditions, so the globe-encircling river of air is south of its average position. Consequently, locations in the
mid-latitudes are more likely to experience outbreaks of frigid, polar air during winters when the AO is negative. In New England, for example, higher frequencies of coastal storms known as "Nor'easters" are linked to AO's negative phase.
This graph shows monthly values for the Arctic Oscillation index.
AO phases are analogous to the Southern Hemisphere's Antarctic Oscillation
(AAO), a similar pattern of air pressure and jet stream anomalies in the Southern Hemisphere. Viewed from above either pole, these patterns show a characteristic ring-shape or "annular" pattern; thus, AO and AAO are also referred to as the Northern Annular Mode (NAM) and Southern Annular Mode (SAM), respectively.
Monthly and Daily values for the Arctic Oscillation Index are available from NOAA's Climate Prediction Center.
References Thompson, D.W.J., S. Lee, and M.P. Baldwin, 2002: Atmospheric Processes Governing the Northern Hemisphere Annular Mode/North Atlantic Oscillation. From the AGU monograph on the North Atlantic Oscillation, 293, 85-89.
Thompson, D.W.J., and J.M. Wallace, 2001: Regional Climate Impacts of
the Northern Hemisphere Annular Mode. Science, 293, 85-89.
Thompson, D.W.J., and J.M. Wallace, 2000: Annular modes in the extratropical circulation. Part I: Month-to-month variability. J. Climate, 13, 1000-1016.
Thompson, D.W.J., and J.M. Wallace 1998: The Arctic Oscillation signature in wintertime geopotential height and temperature fields. Geophys. Res. Lett. 25, 1297-1300.
While the Madden-Julian Oscillation (MJO) is a lesser-known phenomenon, it can have dramatic impacts in the mid-latitudes. Several times a year the MJO is a strong contributor to various extreme events in the United States,
including Arctic air outbreaks during the winter months across the central and eastern portions of the United States.
So what is the MJO?
Imagine ENSO as a person riding a stationary exercise bike in the middle of a stage all day long. His unchanging location is associated with the persistent changes in tropical
rainfall and
winds that we have previously described as being linked to ENSO. Now imagine another bike rider entering the stage on the left and pedaling slowly across the stage, passing the stationary bike (ENSO), and exiting the stage at the right. This bike rider we will call the MJO and he/she may cross the stage from left to right several times during the show.
So,
unlike ENSO, which is stationary, the MJO is an eastward moving disturbance of clouds, rainfall, winds, and pressure that traverses the planet in the tropics and returns to its initial starting point in 30 to 60 days, on average. This atmospheric disturbance is distinct from ENSO, which once established, is associated with persistent features that last several seasons or longer over the Pacific Ocean basin. There can be multiple MJO events within a season, and so the MJO is
best described as intraseasonal tropical climate variability (i.e. varies on a week-to-week basis).
The MJO was first discovered in the early 1970s by Dr. Roland Madden and Dr. Paul Julian when they were studying tropical wind and pressure patterns. They often noticed regular oscillations in winds (as defined from departures from average) between Singapore and Canton Island in the west-central equatorial Pacific (Madden and Julian, 1971; 1972; Zhang,
2005).
The MJO consists of two parts, or phases: one is the enhanced rainfall (or convective) phase and the other is the suppressed rainfall phase. Strong MJO activity often dissects the planet into halves: one half within the enhanced convective phase and the other half in the suppressed convective phase. These two phases produce opposite changes in clouds and rainfall and this entire dipole (i.e., having two main
opposing centers of action) propagates eastward. The location of the convective phases is often grouped into geographically based stages that climate scientists number 1-8 as shown in Figure 1.
Figure 1: Difference from average rainfall for all MJO events from 1979-2012 for November-March for the eight phases described in the text. The green shading denotes above-average rainfall, and
the brown shading shows below-average rainfall. To first order, the green shading areas correspond to the extent of the enhanced convective phase of the MJO and the brown shading areas correspond to the extent of the suppressed convective phase of the MJO. Note eastward shifting of shaded areas with each successive numbered phase as you view the figure from top to bottom.
For the MJO to be considered active, this dipole of enhanced/suppressed convective phases must be present and shifting
eastward with time. An animated illustration that depicts the global scale and eastward propagation of these two phases of the MJO is shown here (Fig. 2: animation).
Figure 2. An animation illustrating the organization of the MJO into its enhanced and suppressed convective phases during an MJO event during the spring of 2005. The green shading denotes conditions favorable for
large-scale enhanced rainfall, and the brown shading shows conditions unfavorable for rainfall. The MJO becomes organized during late March through May as the green shading covers one half of the planet, and brown shades the other half all along as these areas move west to east with time. Notice how the shading returns to the same location on the order of about 45 days.
What’s behind the pattern?
Let’s dig a little deeper and look at some of the
characteristics within these two convective phases (Figure 3). In the enhanced convective phase, winds at the surface converge, and the air is pushed up throughout the atmosphere. At the top of the atmosphere, the winds reverse (i.e., diverge). Such rising air motion in the atmosphere tends to increase condensation and rainfall.
Figure3: The surface and upper-atmosphere
structure of the MJO for a period when the enhanced convective phase (thunderstorm cloud) is centered across the Indian Ocean and the suppressed convective phase is centered over the west-central Pacific Ocean. Horizontal arrows pointing left represent wind departures from average that are easterly, and arrows pointing right represent wind departures from average that are westerly. The entire system shifts eastward over time, eventually circling the globe and returning to its point of origin.
Climate.gov drawing by Fiona Martin.
In the suppressed convective phase, winds converge at the top of the atmosphere, forcing air to sink and, later, to diverge at the surface (Rui and Wang, 1990). As air sinks from high altitudes, it warms and dries, which suppresses rainfall.
It is this entire dipole structure, illustrated in Figure 3, that moves west to east with time in the Tropics, causing more cloudiness, rainfall, and even storminess in the enhanced convective phase, and more
sunshine and dryness in the suppressed convective phase.
The changes in rainfall and winds described above impact both the Tropics and the Extratropics, which makes the MJO important for extended-range weather and climate prediction over the U.S. and many other areas. The MJO can modulate the timing and strength of monsoons (e.g., Jones and Carvalho, 2002; Lavender and Matthews, 2009), influence tropical cyclone numbers and strength in nearly all ocean basins (e.g., Maloney and
Hartmann, 2000), and result in jet stream changes that can lead to cold air outbreaks, extreme heat events, and flooding rains over the United States and North America (Higgins et al. 2000, Cassou, 2008, Lin et al. 2009, Zhou et al., 2012, Riddle et al., 2013, Johnson et al., 2014).
The MJO can produce impacts similar to those of ENSO, but which appear only in weekly averages before changing, rather than persisting and therefore appearing in seasonal averages as is the case for ENSO.
Future posts will focus on the details of how we monitor and assess the strength of the MJO, provide details on impacts and the reasons for those impacts, and describe the current state of MJO predictability. Realtime MJO information that is updated daily or weekly can be found on the NOAA CPC MJO webpage.
References:
Madden R. and P. Julian, 1971:
Detection of a 40-50 day oscillation in the zonal wind in the tropical Pacific, J. Atmos. Sci., 28, 702-708.
Madden R. and P. Julian, 1972: Description of global-scale circulation cells in the tropics with a 40-50 day period. J. Atmos. Sci., 29, 1109-1123.
Cassou, C., 2008: Intraseasonal interaction between the Madden Julian Oscillation and the North Atlantic Oscillation. Nature, 455, 523-527
doi:10.1038/nature07286 Letter
Higgins, W., J. Schemm, W. Shi, and A. Leetmaa, 2000: Extreme precipitation events in the western United States related to tropical forcing. J. Climate, 13, 793-820.
Nathaniel C. Johnson, Dan C. Collins, Steven B. Feldstein, Michelle L. L’Heureux, and Emily E. Riddle, 2014: Skillful Wintertime North American Temperature Forecasts out to 4 Weeks Based on the State of ENSO and the MJO*. Wea.
Forecasting, 29, 23–38.
Jones, C. and L. Carvalho, 2002: Active and Break phases in the South American Monsoon System. J. Climate, 15, 905-914.
Lavender, S. and A. Matthews, 2009: Response of the West African monsoon to the Madden-Julian Oscillation, J. Climate, 22, 4097-4116.
Maloney E. and D. Hartmann, 2000: Modulation of hurricane activity in the Gulf of Mexico by the
Madden-Julian Oscillation. Science, 287, 2002-2004.
Riddle, E. E., M. B. Stoner, N. C. Johnson, M. L. L’Heureux, D. C. Collins, and S. B. Feldstein, 2013: The impact of the MJO on clusters of wintertime circulation anomalies over the North American region. Climate Dyn., 40, 1749–1766.
Zhang, C., 2005: Madden-Julian Oscillation. Reviews
of Geophysics, 43, 1-36.
Zhou S., M. L’Heureux, S. Weaver, and A. Kumar, 2012: A composite study of MJO influence on the surface air temperature and precipitation over the Continental United States. Climate Dyn., 38, 1459-1471.
North Atlantic Oscillation:
Climate Variability: North Atlantic Oscillation (NAO)
The North Atlantic Oscillation (NAO) index is based on the surface sea-level pressure difference between the
Subtropical (Azores) High and the Subpolar Low. The positive phase of the NAO reflects below-normal heights and pressure across the high latitudes of the North Atlantic and above-normal heights and pressure over the central North Atlantic, the eastern United States and western Europe. The negative phase reflects an opposite pattern of height and pressure anomalies over these regions. Both phases of the NAO are associated with basin-wide changes in the intensity and location of the North Atlantic
jet stream and storm track, and in large-scale modulations of the normal patterns of zonal and meridional heat and moisture transport, which in turn results in changes in temperature and precipitation patterns often extending from eastern North America to western and central Europe.
Strong positive phases of the NAO tend to be associated with above-normal temperatures in the eastern United States and across northern Europe and below-normal temperatures in
Greenland and oftentimes across southern Europe and the Middle East. They are also associated with above-normal precipitation over northern Europe and Scandinavia and below-normal precipitation over southern and central Europe.
Strong negative phases of the NAOtend to be associated with below-normal temperatures in the eastern United States and across northern Europe and above-normal temperatures in Greenland and oftentimes
across southern Europe and the Middle East. They are also associated with below-normal precipitation over northern Europe and Scandinavia and above-normal precipitation over southern and central Europe.
During particularly prolonged periods dominated by one particular phase of the NAO, abnormal height and temperature patterns are also often seen extending well into central Russia and north-central Siberia.
The NAO exhibits considerable interseasonal and interannual variability,
and prolonged periods (several months) of both positive and negative phases of the pattern are common.
The NAO index is obtained by projecting the NAO loading pattern to the daily anomaly 500 millibar height field over 0-90°N. The NAO loading pattern has been chosen as the first mode of a Rotated Empirical Orthogonal Function (EOF) analysis using monthly mean 500 millibar height anomaly data from 1950 to 2000 over 0-90°N latitude.
For more information, please visit the NCEI and Climate Prediction Center NAO pages.
Past Winters:
Below are the temperature, precipitation, and snow data for
La Crosse, WI, and Rochester, MN.
La Crosse, WI
Average Temperatures for La Crosse, WI 1872- Present
Winter
Dec
Jan
Feb
Winter
1872-1873
7.8
5.3
12.0
8.4
1873-1874
23.2
18.3
18.7
20.1
1874-1875
24.5
3.2
3.9
10.5
1875-1876
31.6
22.0
23.5
25.7
1876-1877
10.2
13.0
34.2
19.1
1877-1878
38.9
27.1
36.7
34.2
1878-1879
21.2
18.0
18.8
19.3
1879-1880
17.0
32.0
24.7
24.6
1880-1881
15.9
7.9
17.3
13.7
1881-1882
33.7
22.0
33.7
29.8
1882-1883
19.4
4.7
15.3
13.1
1883-1884
24.1
10.9
17.3
17.4
1884-1885
17.5
8.4
11.3
12.4
1885-1886
26.5
12.7
22.4
20.5
1886-1887
17.0
11.0
15.8
14.6
1887-1888
21.4
2.2
15.7
13.1
1888-1889
28.0
20.3
12.0
20.1
1889-1890
33.8
16.8
23.8
24.8
1890-1891
26.5
24.7
17.1
22.8
1891-1892
31.5
14.3
25.9
23.9
1892-1893
16.9
5.9
13.9
12.2
1893-1894
18.4
17.9
18.7
18.3
1894-1895
30.3
10.7
12.5
17.8
1895-1896
24.7
19.5
23.4
22.5
1896-1897
26.3
13.2
22.5
20.7
1897-1898
16.7
22.0
21.5
20.1
1898-1899
15.8
17.1
9.4
14.1
1899-1900
20.2
22.4
11.1
17.9
1900-1901
24.6
20.6
13.9
19.7
1901-1902
18.1
20.3
17.1
18.5
1902-1903
19.7
17.9
17.6
18.4
1903-1904
14.9
9.9
10.2
11.7
1904-1905
21.2
8.6
12.7
14.2
1905-1906
26.2
22.8
19.1
22.7
1906-1907
24.2
13.9
20.9
19.7
1907-1908
26.4
21.6
22.6
23.5
1908-1909
22.6
18.3
21.7
20.9
1909-1910
15.2
15.9
15.1
15.4
1910-1911
20.2
15.3
25.9
20.5
1911-1912
27.5
-1.1
15.3
13.9
1912-1913
27.4
18.2
15.8
20.5
1913-1914
31.3
25.5
12.6
23.1
1914-1915
15.2
15.0
27.2
19.1
1915-1916
23.5
17.0
17.5
19.3
1916-1917
14.9
10.9
9.9
11.9
1917-1918
12.5
5.4
19.2
12.4
1918-1919
31.0
24.2
22.4
25.9
1919-1920
11.6
9.4
18.4
13.1
1920-1921
25.3
25.1
26.5
25.6
1921-1922
23.5
14.1
17.6
18.4
1922-1923
20.5
21.3
13.9
18.6
1923-1924
32.1
8.3
23.2
21.2
1924-1925
12.6
17.2
24.5
18.1
1925-1926
16.3
18.3
25.8
20.1
1926-1927
17.6
15.5
27.8
20.3
1927-1928
12.9
20.5
24.2
19.2
1928-1929
26.9
4.3
11.7
14.3
1929-1930
22.6
9.0
30.3
20.6
1930-1931
24.5
26.4
32.5
27.8
1931-1932
32.7
22.6
24.0
26.4
1932-1933
20.6
28.6
18.0
22.4
1933-1934
21.8
24.9
20.2
22.3
1934-1935
18.5
14.4
25.0
19.3
1935-1936
20.3
9.6
4.3
11.4
1936-1937
26.2
10.1
16.7
17.7
1937-1938
20.7
18.0
27.1
21.9
1938-1939
23.6
25.4
17.0
22.0
1939-1940
30.5
10.9
23.9
21.8
1940-1941
25.4
21.4
18.8
21.9
1941-1942
29.9
20.9
21.2
24.0
1942-1943
18.2
12.9
21.4
17.5
1943-1944
25.4
28.3
24.7
26.1
1944-1945
20.3
14.9
21.6
18.9
1945-1946
16.9
20.7
22.3
20.0
1946-1947
25.7
23.7
17.5
22.3
1947-1948
22.4
13.8
20.0
18.7
1948-1949
23.6
19.6
19.0
20.7
1949-1950
24.6
15.7
20.6
20.3
1950-1951
15.5
11.0
18.7
15.1
1951-1952
18.9
16.3
25.6
20.3
1952-1953
24.9
20.1
20.5
21.8
1953-1954
26.0
15.5
32.8
24.8
1954-1955
24.4
17.2
18.2
19.9
1955-1956
15.4
15.5
17.4
16.1
1956-1957
24.5
12.3
24.9
20.6
1957-1958
26.5
21.2
16.3
21.3
1958-1959
15.7
10.2
14.3
13.4
1959-1960
30.6
21.3
21.6
24.5
1960-1961
21.5
16.3
27.6
21.8
1961-1962
18.3
12.8
16.7
15.9
1962-1963
21.4
6.3
14.1
13.9
1963-1964
12.5
24.2
26.7
21.1
1964-1965
17.4
11.0
13.9
14.1
1965-1966
30.5
7.7
19.5
19.2
1966-1967
22.0
19.4
12.2
17.9
1967-1968
25.3
19.3
19.5
21.4
1968-1969
19.7
12.3
20.6
17.5
1969-1970
22.3
8.6
20.7
17.2
1970-1971
19.4
7.4
17.0
14.6
1971-1972
24.5
11.1
16.1
17.2
1972-1973
15.6
20.0
24.8
20.1
1973-1974
18.9
18.0
19.1
18.7
1974-1975
26.5
18.1
18.7
21.1
1975-1976
23.7
13.1
29.0
21.9
1976-1977
12.8
2.8
21.9
12.5
1977-1978
17.0
6.6
10.7
11.4
1978-1979
19.9
5.9
12.6
12.8
1979-1980
28.2
18.4
17.9
21.5
1980-1981
20.8
19.5
25.2
21.8
1981-1982
19.5
4.3
17.2
13.7
1982-1983
27.2
19.9
25.1
24.1
1983-1984
6.4
14.1
30.3
16.9
1984-1985
21.5
10.9
16.4
16.3
1985-1986
M
M
18.4
M
1986-1987
25.1
21.7
31.2
26.0
1987-1988
27.6
13.4
15.8
18.9
1988-1989
21.8
24.2
12.8
19.6
1989-1990
12.1
28.0
25.4
21.8
1990-1991
19.0
13.7
24.9
19.2
1991-1992
23.7
23.9
30.3
26.0
1992-1993
23.6
16.9
18.6
19.7
1993-1994
25.2
6.0
14.9
15.4
1994-1995
29.0
19.6
22.3
23.6
1995-1996
21.0
11.9
19.9
17.6
1996-1997
19.9
14.7
24.8
19.8
1997-1998
28.9
23.9
34.1
29.0
1998-1999
29.2
14.3
31.2
24.9
1999-2000
27.4
18.1
30.6
25.4
2000-2001
8.6
20.6
16.3
15.2
2001-2002
29.8
27.9
30.0
29.2
2002-2003
27.7
16.6
17.9
20.7
2003-2004
27.4
14.9
24.2
22.2
2004-2005
23.6
17.4
28.5
23.2
2005-2006
19.7
31.1
21.9
24.2
2006-2007
30.8
22.5
13.8
22.4
2007-2008
19.4
14.6
14.9
16.3
2008-2009
14.1
8.8
22.8
15.2
2009-2010
20.1
14.8
19.8
18.2
2010-2011
16.7
14.1
20.2
17.0
2011-2012
28.1
23.8
29.1
27.0
2012-2013
26.0
19.8
20.3
22.0
2013-2014
15.6
9.4
9.7
11.6
2014-2015
28.0
20.6
11.3
20.0
2015-2016
34.2
19.4
25.5
26.4
2016-2017
23.5
24.0
33.3
26.9
2017-2018
21.9
18.8
21.0
20.6
2018-2019
29.0
15.6
16.0
20.2
2019-2020
27.2
24.0
22.2
24.5
2020-2021
27.6
23.4
12.8
21.3
2021-2022
28.7
12.8
18.3
19.9
Dec
Jan
Feb
Winter
Mean
22.4
16.3
20.4
19.7
Max
38.9
1877
32.0
1880
36.7
1878
34.2
1877-78
Min
6.4
1983
-1.1
1912
3.9
1875
8.4
1872-73
Precipitation for La Crosse, WI 1872-Present
Winter
Dec
Jan
Feb
Winter
1872-1873
0.19
0.66
0.34
1.19
1873-1874
1.15
1.59
0.71
3.45
1874-1875
0.46
1.31
3.35
5.12
1875-1876
3.43
2.19
1.85
7.47
1876-1877
1.11
1.54
0.11
2.76
1877-1878
1.53
0.86
0.54
2.93
1878-1879
0.71
0.31
1.38
2.40
1879-1880
2.67
1.36
0.90
4.93
1880-1881
0.71
1.51
1.26
3.48
1881-1882
0.26
0.75
1.11
2.12
1882-1883
1.13
1.54
1.25
3.92
1883-1884
1.06
0.53
1.42
3.01
1884-1885
2.25
0.81
0.28
3.34
1885-1886
1.97
3.44
0.81
6.22
1886-1887
0.50
0.25
1.36
2.11
1887-1888
1.32
1.44
0.61
3.37
1888-1889
2.03
1.45
0.93
4.41
1889-1890
1.95
1.57
0.80
4.32
1890-1891
0.38
2.10
1.33
3.81
1891-1892
3.27
0.80
1.87
5.94
1892-1893
1.04
1.10
1.74
3.88
1893-1894
2.03
1.27
0.89
4.19
1894-1895
1.03
1.22
0.69
2.94
1895-1896
2.36
0.67
0.25
3.28
1896-1897
0.60
1.66
1.39
3.65
1897-1898
0.80
0.74
1.16
2.70
1898-1899
0.29
0.37
1.20
1.86
1899-1900
2.08
0.71
1.09
3.88
1900-1901
0.33
0.64
0.64
1.61
1901-1902
0.46
0.63
0.73
1.82
1902-1903
2.03
0.20
0.95
3.18
1903-1904
0.82
0.32
0.57
1.71
1904-1905
1.32
0.62
1.07
3.01
1905-1906
1.17
1.76
0.61
3.54
1906-1907
1.79
1.61
0.31
3.71
1907-1908
0.89
0.34
1.71
2.94
1908-1909
1.11
1.53
1.89
4.53
1909-1910
1.80
1.33
0.51
3.64
1910-1911
0.67
0.79
1.69
3.15
1911-1912
3.02
0.78
0.27
4.07
1912-1913
2.13
0.89
1.04
4.06
1913-1914
0.13
1.63
0.49
2.25
1914-1915
0.99
1.63
3.14
5.76
1915-1916
0.75
2.48
0.90
4.13
1916-1917
1.20
1.58
0.59
3.37
1917-1918
0.42
1.33
0.64
2.39
1918-1919
1.10
0.31
2.07
3.48
1919-1920
0.70
1.10
0.50
2.30
1920-1921
1.86
0.71
0.53
3.10
1921-1922
1.08
1.25
4.04
6.37
1922-1923
0.42
0.75
0.70
1.87
1923-1924
1.53
0.91
0.93
3.37
1924-1925
1.57
0.47
0.74
2.78
1925-1926
2.23
0.91
1.45
4.59
1926-1927
1.64
0.81
0.32
2.77
1927-1928
2.78
0.50
2.18
5.46
1928-1929
1.10
3.42
1.18
5.70
1929-1930
0.42
1.63
0.78
2.83
1930-1931
0.26
0.70
0.71
1.67
1931-1932
2.20
2.26
1.78
6.24
1932-1933
2.15
1.44
0.62
4.21
1933-1934
0.59
0.86
0.20
1.65
1934-1935
1.12
2.31
0.71
4.14
1935-1936
0.82
0.90
2.02
3.74
1936-1937
1.47
2.48
1.69
5.64
1937-1938
0.64
1.13
1.00
2.77
1938-1939
1.10
1.10
2.19
4.39
1939-1940
0.48
0.61
0.95
2.04
1940-1941
1.55
1.88
0.46
3.89
1941-1942
2.08
0.59
0.93
3.60
1942-1943
1.86
1.74
0.35
3.95
1943-1944
0.01
1.18
1.68
2.87
1944-1945
0.89
0.94
2.62
4.45
1945-1946
1.94
2.48
0.71
5.13
1946-1947
1.23
1.51
0.19
2.93
1947-1948
1.54
0.14
2.08
3.76
1948-1949
1.79
2.32
0.47
4.58
1949-1950
1.20
1.34
1.43
3.97
1950-1951
1.57
1.05
1.79
4.41
1951-1952
0.80
2.22
0.95
3.97
1952-1953
1.36
1.08
1.53
3.97
1953-1954
1.42
0.56
0.19
2.17
1954-1955
0.47
0.30
0.57
1.34
1955-1956
0.78
0.46
0.43
1.67
1956-1957
0.53
0.25
0.20
0.98
1957-1958
0.61
0.33
0.07
1.01
1958-1959
0.30
0.66
2.58
3.54
1959-1960
1.45
0.78
0.38
2.61
1960-1961
0.41
0.27
1.31
1.99
1961-1962
0.98
0.19
1.82
2.99
1962-1963
0.30
0.67
0.49
1.46
1963-1964
0.49
0.34
0.09
0.92
1964-1965
0.86
0.81
0.72
2.39
1965-1966
2.02
0.77
1.51
4.30
1966-1967
1.20
2.86
1.11
5.17
1967-1968
0.51
0.87
0.06
1.44
1968-1969
2.24
1.95
0.05
4.24
1969-1970
1.69
0.56
0.33
2.58
1970-1971
0.97
1.52
2.06
4.55
1971-1972
2.55
0.62
0.50
3.67
1972-1973
2.46
0.85
1.38
4.69
1973-1974
1.37
0.40
1.65
3.42
1974-1975
1.39
1.50
1.71
4.60
1975-1976
0.70
0.69
0.64
2.03
1976-1977
0.67
0.88
0.83
2.38
1977-1978
1.40
0.76
0.68
2.84
1978-1979
0.93
2.41
0.65
3.99
1979-1980
0.67
1.61
0.35
2.63
1980-1981
0.61
0.14
2.10
2.85
1981-1982
0.86
1.34
0.17
2.37
1982-1983
2.03
0.89
2.27
5.19
1983-1984
0.68
0.28
0.92
1.88
1984-1985
2.42
0.88
1.27
4.57
1985-1986
1.18
0.58
0.77
2.53
1986-1987
0.38
1.17
0.30
1.85
1987-1988
1.82
1.09
0.19
3.10
1988-1989
0.78
0.41
0.40
1.59
1989-1990
0.49
0.79
0.68
1.96
1990-1991
2.91
0.93
0.46
4.30
1991-1992
1.67
0.87
0.81
3.35
1992-1993
1.58
1.18
1.10
3.86
1993-1994
0.75
2.24
1.65
4.64
1994-1995
0.71
0.73
0.38
1.82
1995-1996
0.82
3.03
0.41
4.26
1996-1997
1.42
1.81
1.16
4.39
1997-1998
0.64
1.76
2.71
5.11
1998-1999
0.30
2.84
0.78
3.92
1999-2000
0.67
1.43
0.91
3.01
2000-2001
1.90
1.19
0.99
4.08
2001-2002
0.83
0.44
2.20
3.47
2002-2003
0.36
0.53
0.56
1.45
2003-2004
0.72
0.62
1.63
2.97
2004-2005
1.29
1.40
1.28
3.97
2005-2006
0.56
0.47
0.71
1.74
2006-2007
2.12
0.67
1.87
4.66
2007-2008
2.64
1.30
1.14
5.08
2008-2009
2.32
0.74
0.97
4.03
2009-2010
3.36
1.46
0.79
5.61
2010-2011
2.39
0.79
1.12
4.30
2011-2012
1.41
1.08
1.44
3.93
2012-2013
1.97
1.09
1.31
4.37
2013-2014
1.52
0.98
1.38
3.88
2014-2015
1.10
0.67
0.54
2.31
2015-2016
4.93
0.87
0.78
6.58
2016-2017
2.19
2.69
1.17
6.05
2017-2018
0.53
1.38
1.22
3.13
2018-2019
2.01
1.31
3.02
6.34
2019-2020
1.43
1.01
1.05
3.49
2020-2021
0.36
0.89
0.73
1.98
2021-2022
1.72
0.61
0.34
2.67
Dec
Jan
Feb
Winter
Mean
1.29
1.13
1.06
3.48
Max
4.93
2015
3.44
1886
4.04
1922
7.47
1875-76
Min
0.01
1943
0.14
1981
0.05
1969
0.92
1963-64
Seasonal Snow for La Crosse, WI 1896-Present
Snow Season
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
1896-1897
M
M
8.9
4.8
7.9
12.7
6.7
T
0.0
41.0
1897-1898
0.0
0.0
5.3
13.2
4.5
17.2
7.5
T
0.0
47.7
1898-1899
0.0
T
6.8
2.1
4.3
14.3
17.8
0.2
0.0
45.5
1899-1900
T
T
0.1
16.7
6.8
10.7
18.1
5.0
0.0
57.4
1900-1901
0.0
0.0
2.5
3.0
11.4
9.6
16.7
T
0.0
43.2
1901-1902
0.0
0.0
5.8
4.8
11.8
2.6
1.0
T
0.3
26.3
1902-1903
0.0
0.0
1.0
13.0
1.6
10.0
1.5
0.5
0.0
27.6
1903-1904
0.0
T
0.5
9.4
4.1
7.5
5.3
1.0
0.0
27.8
1904-1905
0.0
T
T
18.0
9.0
12.0
1.7
0.3
0.0
41.0
1905-1906
0.0
T
3.0
13.0
13.7
6.2
3.6
0.8
T
40.3
1906-1907
0.0
T
6.9
4.7
10.9
4.6
2.5
0.8
T
30.4
1907-1908
0.0
T
2.3
8.8
4.1
11.1
2.8
T
T
29.1
1908-1909
0.0
0.0
0.2
8.0
12.5
16.9
15.2
13.1
0.2
66.1
1909-1910
0.0
1.1
8.6
16.4
17.5
4.1
0.2
12.4
0.0
60.3
1910-1911
0.0
T
1.7
9.7
10.3
6.2
2.4
7.1
5.2
42.6
1911-1912
0.0
0.0
4.7
21.9
8.9
2.3
9.2
0.1
0.0
47.1
1912-1913
0.0
0.0
0.1
0.8
14.9
11.6
5.1
0.6
0.0
33.1
1913-1914
0.0
T
T
0.3
8.3
7.9
2.2
1.8
0.0
20.5
1914-1915
0.0
T
0.1
10.8
10.6
16.6
7.1
T
T
45.2
1915-1916
0.0
T
3.5
5.6
8.6
13.0
1.3
T
0.0
32.0
1916-1917
0.0
0.0
6.6
16.1
22.5
8.1
10.7
0.0
0.0
64.0
1917-1918
0.0
7.0
1.2
5.7
14.8
4.9
14.2
0.6
0.0
48.4
1918-1919
0.0
T
6.0
7.9
6.5
14.0
T
0.6
0.0
35.0
1919-1920
0.0
T
13.1
10.6
14.1
5.9
9.9
2.3
0.0
55.9
1920-1921
0.0
0.8
3.2
16.5
5.2
5.4
1.2
0.4
0.0
32.7
1921-1922
0.0
0.0
10.5
5.7
13.8
7.6
6.7
1.2
0.0
45.5
1922-1923
0.0
0.0
0.3
4.6
9.6
9.0
26.1
2.0
0.4
52.0
1923-1924
0.0
0.0
0.7
13.0
10.3
10.6
18.1
T
T
52.7
1924-1925
0.0
0.0
0.2
10.9
4.9
7.3
9.0
0.0
T
32.3
1925-1926
0.0
1.6
5.3
16.3
6.4
13.2
8.8
2.9
0.0
54.5
1926-1927
0.0
2.4
8.7
12.7
10.6
2.4
3.4
T
0.0
40.2
1927-1928
0.0
0.0
2.4
25.5
3.4
10.5
5.8
9.7
0.0
57.3
1928-1929
T
0.0
1.8
2.5
39.6
12.5
8.3
2.5
0.0
67.2
1929-1930
0.0
3.1
1.7
7.2
19.5
3.5
9.1
T
0.0
44.1
1930-1931
0.0
T
3.6
2.1
8.4
7.5
14.8
0.3
0.0
36.7
1931-1932
0.0
0.0
0.3
7.9
17.7
9.9
12.3
T
0.0
48.1
1932-1933
0.0
1.1
0.7
7.5
3.7
5.0
19.0
0.9
0.0
37.9
1933-1934
0.0
0.2
0.7
5.3
4.8
2.8
12.9
0.2
0.0
26.9
1934-1935
0.0
T
15.8
8.7
13.3
6.1
6.9
0.1
7.2
58.1
1935-1936
0.0
T
2.0
7.4
10.0
27.1
9.6
5.5
0.0
61.6
1936-1937
0.0
0.0
1.6
5.4
23.1
12.2
6.8
0.2
0.0
49.3
1937-1938
0.0
T
7.4
4.8
9.2
2.9
4.8
0.6
0.0
29.7
1938-1939
0.0
0.1
9.1
8.2
10.0
19.4
3.6
T
0.0
50.4
1939-1940
0.0
0.5
0.5
0.5
8.3
10.3
18.3
T
T
38.4
1940-1941
0.0
0.0
12.2
11.5
12.3
7.6
13.3
0.0
0.0
56.9
1941-1942
0.0
T
T
16.8
5.7
11.8
2.8
T
0.0
37.1
1942-1943
0.2
T
12.0
8.9
21.4
2.5
12.1
0.2
0.0
57.3
1943-1944
0.0
T
2.6
T
2.1
7.3
17.0
0.5
T
29.5
1944-1945
0.0
0.0
1.1
7.4
10.1
20.4
8.4
7.0
T
54.4
1945-1946
0.0
0.0
6.3
11.2
6.4
8.3
6.0
T
0.0
38.2
1946-1947
0.0
T
1.2
7.0
18.8
1.2
5.3
1.3
0.2
35.0
1947-1948
0.0
0.0
11.5
10.1
2.3
9.4
2.0
0.0
0.0
35.3
1948-1949
0.0
0.0
0.7
11.1
14.6
5.9
0.5
5.8
0.0
38.6
1949-1950
0.0
0.0
0.0
7.5
7.0
12.7
8.1
0.2
0.0
35.5
1950-1951
0.0
0.0
1.4
19.5
14.5
5.7
23.8
0.9
0.0
65.8
1951-1952
0.0
T
8.9
11.2
15.1
11.5
10.6
10.2
0.0
67.5
1952-1953
0.0
0.2
3.0
14.2
5.7
11.0
1.4
T
0.0
35.5
1953-1954
0.0
0.0
1.2
2.5
7.7
0.5
6.9
T
T
18.8
1954-1955
0.0
T
6.7
5.3
4.8
3.3
8.8
T
T
28.9
1955-1956
0.0
T
4.8
8.0
5.8
3.8
22.4
4.5
0.0
49.3
1956-1957
0.0
0.0
6.7
4.2
3.4
3.0
7.0
0.6
0.0
24.9
1957-1958
0.0
0.0
13.0
3.5
4.7
0.6
2.9
T
0.0
24.7
1958-1959
0.0
0.0
0.9
4.3
8.6
31.0
33.5
T
0.0
78.3
1959-1960
0.0
1.4
11.8
5.1
4.6
4.4
6.9
T
0.8
35.0
1960-1961
0.0
0.0
1.0
1.4
5.1
4.5
16.3
4.2
0.0
32.5
1961-1962
T
0.0
7.5
14.9
2.9
25.9
20.9
6.6
0.0
78.7
1962-1963
0.0
T
0.2
4.7
13.3
5.3
14.3
0.7
0.0
38.5
1963-1964
0.0
0.0
0.1
7.6
5.7
1.0
17.7
T
0.0
32.1
1964-1965
0.0
T
4.7
6.7
12.7
6.6
15.0
1.6
0.0
47.3
1965-1966
T
0.0
0.2
1.3
10.9
5.1
2.5
T
T
20.0
1966-1967
0.0
T
0.2
11.7
18.3
15.2
6.1
T
0.0
51.5
1967-1968
0.0
T
0.8
1.5
4.5
0.8
0.1
T
0.0
7.7
1968-1969
0.0
0.0
1.0
26.6
17.0
0.8
3.7
0.0
0.0
49.1
1969-1970
0.0
0.0
T
19.8
7.7
3.2
6.1
T
T
36.8
1970-1971
0.0
T
1.1
13.5
26.5
20.4
5.6
0.5
0.0
67.6
1971-1972
0.0
0.0
3.8
12.0
10.2
8.0
11.9
3.0
0.0
48.9
1972-1973
0.0
T
0.8
18.6
7.3
9.0
T
17.0
0.0
52.7
1973-1974
0.0
0.0
T
9.8
2.0
14.9
7.6
0.7
0.0
35.0
1974-1975
T
0.0
2.2
10.1
18.8
20.1
18.1
3.9
0.0
73.2
1975-1976
0.0
0.0
1.7
1.0
8.0
2.7
6.0
0.0
T
19.4
1976-1977
0.0
0.2
T
6.8
10.1
2.9
6.6
0.5
0.0
27.1
1977-1978
0.0
0.0
12.0
18.8
8.9
7.5
3.4
T
0.0
50.6
1978-1979
0.0
0.0
6.6
12.0
29.7
7.3
3.0
1.0
0.0
59.6
1979-1980
0.0
T
3.2
T
10.7
4.1
10.1
3.9
0.0
32.0
1980-1981
0.0
T
0.4
4.6
1.9
13.9
1.0
T
0.0
21.8
1981-1982
0.0
0.5
3.6
11.6
14.3
2.2
1.5
2.4
0.0
36.1
1982-1983
0.0
0.2
T
2.3
9.8
18.5
4.2
2.1
0.0
37.1
1983-1984
0.0
0.0
4.0
9.2
3.5
1.7
11.0
T
0.0
29.4
1984-1985
0.0
T
2.9
13.3
9.4
5.3
14.5
T
0.0
45.4
1985-1986
T
M
18.0
26.6
7.8
8.2
T
T
0.0
60.6
1986-1987
0.0
T
8.7
2.6
12.6
2.3
12.5
T
0.0
38.7
1987-1988
0.0
T
T
13.3
19.1
4.2
1.2
T
0.0
37.8
1988-1989
0.0
T
7.6
5.2
3.8
7.9
19.3
T
T
43.8
1989-1990
0.0
T
8.7
5.9
10.0
7.0
T
T
0.0
31.6
1990-1991
0.0
T
0.8
30.4
12.6
4.4
0.3
2.5
0.0
51.0
1991-1992
0.0
1.2
30.3
8.7
5.3
7.5
11.1
T
0.0
64.1
1992-1993
0.0
1.8
3.8
10.6
10.4
12.6
10.0
8.9
0.0
58.1
1993-1994
0.0
0.2
4.5
2.3
21.4
18.7
0.8
1.9
0.0
49.8
1994-1995
T
0.0
3.2
5.7
5.9
2.2
9.6
3.8
T
30.4
1995-1996
0.0
0.5
6.1
8.8
35.0
1.2
5.8
3.3
0.0
60.7
1996-1997
0.0
0.0
12.2
11.3
11.1
10.9
20.5
3.2
0.0
69.2
1997-1998
0.0
0.0
1.8
6.0
16.1
3.8
9.7
0.1
0.0
37.5
1998-1999
0.0
0.0
0.3
4.1
31.9
2.4
5.3
0.0
0.0
44.0
1999-2000
0.0
0.3
0.0
4.9
9.4
5.4
3.7
1.9
0.0
25.6
2000-2001
0.0
T
2.8
25.5
4.3
6.2
8.1
0.1
0.0
47.0
2001-2002
0.0
T
T
1.0
6.4
6.2
8.5
10.8
T
32.9
2002-2003
0.0
0.8
2.7
1.7
7.0
6.2
6.0
6.7
0.0
31.1
2003-2004
0.0
T
0.5
6.0
8.2
14.5
5.5
0.0
T
34.7
2004-2005
0.0
T
0.2
9.1
14.3
5.6
19.7
T
T
48.9
2005-2006
0.0
0.0
6.1
12.9
1.6
11.4
7.8
T
0.0
39.8
2006-2007
0.0
T
2.9
T
12.4
23.8
7.3
3.5
0.0
49.9
2007-2008
0.0
0.0
1.7
24.2
18.3
15.0
7.9
0.8
0.0
67.9
2008-2009
0.0
T
4.0
32.7
10.1
7.7
1.2
T
0.0
55.7
2009-2010
0.0
0.4
T
24.9
5.0
9.5
0.0
0.0
0.0
39.8
2010-2011
0.0
0.0
T
32.3
11.3
10.8
5.6
4.7
0.0
64.7
2011-2012
0.0
T
0.7
4.3
13.2
2.8
0.5
T
0.0
21.5
2012-2013
0.0
0.0
0.1
18.3
6.5
15.1
15.6
4.2
0.8
60.6
2013-2014
0.0
T
1.0
12.7
15.7
11.5
5.7
2.3
0.0
48.9
2014-2015
0.0
0.0
7.8
2.0
9.4
9.2
9.9
0.5
0.0
38.8
2015-2016
0.0
0.0
0.9
11.6
4.1
10.8
12.3
0.6
0.0
40.3
2016-2017
0.0
0.0
T
20.8
9.5
3.9
8.0
0.0
T
42.2
2017-2018
0.0
T
T
4.4
10.8
9.5
6.1
19.0
0.0
49.8
2018-2019
0.0
0.1
1.9
4.0
15.1
31.1
5.9
6.2
0.0
64.3
2019-2020
0.0
T
6.5
5.0
11.9
11.9
1.4
2.5
0.0
39.2
2020-2021
0.0
2.3
1.0
4.6
9.0
12.1
4.0
T
0.0
33.0
2021-2022
0.0
0.0
0.8
15.0
9.5
3.9
0.3
1.0
0
30.5
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
Mean
0.0
0.4
4.2
10.0
10.7
8.9
8.5
2.8
0.1
45.6
Max
0.2
1942
7.0
1917
30.3
1991
32.7
2008
39.6
1929
31.1
2019
33.5
1959
19.0
2018
7.2
1935
78.7
1961-62
Min
0.0
2020
0.0
2016
0.0
1999
T
2006
1.6
1903
0.5
1954
0.0
2010
0.0
2017
0.0
2021
7.7
1967-68
Rochester, MN
Average Temperatures for Rochester, MN 1886- Present
Winter
Dec
Jan
Feb
Winter
1886-1887
7.7
1.3
8.6
5.9
1887-1888
17.1
-2.0
12.9
9.3
1888-1889
M
19.3
M
19.3
1889-1890
M
M
M
M
1890-1891
M
M
M
M
1891-1892
M
15.7
22.2
19.0
1892-1893
14.1
2.7
10.3
9.0
1893-1894
M
12.6
17.0
14.8
1894-1895
M
M
M
M
1895-1896
M
M
M
M
1896-1897
M
M
M
M
1897-1898
M
M
M
M
1898-1899
M
M
M
M
1899-1900
M
M
M
M
1900-1901
M
M
M
M
1901-1902
M
M
M
M
1902-1903
M
M
M
M
1903-1904
M
M
M
M
1904-1905
M
M
M
M
1905-1906
M
M
M
M
1906-1907
M
M
M
M
1907-1908
M
M
M
M
1908-1909
26.9
M
20.2
23.5
1909-1910
14.3
12.5
10.2
12.3
1910-1911
16.9
10.7
22.5
16.7
1911-1912
24.9
-3.8
13.9
11.7
1912-1913
23.4
15.3
11.3
16.7
1913-1914
29.5
23.2
10.6
21.1
1914-1915
12.2
12.1
24.9
16.4
1915-1916
21.7
13.5
12.7
16.0
1916-1917
13.4
7.6
6.0
9.0
1917-1918
10.7
2.0
15.4
9.4
1918-1919
29.3
21.5
19.5
23.4
1919-1920
7.2
7.7
17.3
10.7
1920-1921
M
M
M
M
1921-1922
M
M
M
M
1922-1923
M
M
M
M
1923-1924
M
M
M
M
1924-1925
M
M
M
M
1925-1926
M
M
M
M
1926-1927
M
M
M
M
1927-1928
M
M
M
M
1928-1929
25.1
3.6
9.3
12.7
1929-1930
18.3
6.3
28.7
17.8
1930-1931
22.0
25.0
32.0
26.3
1931-1932
30.7
18.0
19.8
22.8
1932-1933
17.3
25.2
13.8
18.8
1933-1934
19.0
21.1
19.3
19.8
1934-1935
13.7
11.0
22.9
15.9
1935-1936
17.9
5.8
0.5
8.1
1936-1937
22.1
3.4
9.4
11.6
1937-1938
15.6
13.9
20.3
16.6
1938-1939
19.8
19.8
11.0
16.9
1939-1940
27.2
5.0
18.1
16.8
1940-1941
21.9
17.6
14.6
18.0
1941-1942
26.6
18.5
18.3
21.1
1942-1943
14.3
8.3
17.4
13.3
1943-1944
22.2
24.5
20.2
22.3
1944-1945
17.6
11.8
16.5
15.3
1945-1946
12.5
15.9
18.8
15.7
1946-1947
21.6
19.8
14.4
18.6
1947-1948
17.2
9.1
16.1
14.1
1948-1949
19.3
14.9
14.9
16.4
1949-1950
20.9
10.3
14.3
15.2
1950-1951
10.8
7.3
16.6
11.6
1951-1952
16.0
13.5
24.1
17.9
1952-1953
22.5
17.2
19.4
19.7
1953-1954
22.4
11.9
31.8
22.0
1954-1955
22.4
14.6
15.2
17.4
1955-1956
12.8
12.4
13.1
12.8
1956-1957
23.1
10.0
22.3
18.5
1957-1958
24.9
20.8
14.2
20.0
1958-1959
14.1
9.3
12.9
12.1
1959-1960
29.5
19.0
18.8
22.4
1960-1961
17.2
15.1
25.6
19.3
1961-1962
15.1
9.0
13.3
12.5
1962-1963
19.3
4.0
13.1
12.1
1963-1964
9.6
21.3
24.7
18.5
1964-1965
15.4
9.7
11.6
12.2
1965-1966
28.5
3.2
15.1
15.6
1966-1967
19.4
15.5
10.5
15.1
1967-1968
21.8
14.6
14.9
17.1
1968-1969
17.2
9.8
18.6
15.2
1969-1970
18.6
4.3
15.1
12.7
1970-1971
18.0
5.8
16.4
13.4
1971-1972
20.0
6.5
12.4
13.0
1972-1973
10.9
15.8
20.1
15.6
1973-1974
14.8
12.8
15.8
14.5
1974-1975
22.3
14.6
15.4
17.4
1975-1976
22.5
12.7
28.2
21.1
1976-1977
9.5
-1.8
21.7
9.8
1977-1978
14.3
3.5
8.3
8.7
1978-1979
12.5
-1.5
5.7
5.6
1979-1980
26.0
15.4
15.0
18.8
1980-1981
19.2
18.8
22.4
20.1
1981-1982
16.3
2.9
16.1
11.8
1982-1983
26.1
17.8
23.9
22.6
1983-1984
2.9
12.4
25.4
13.6
1984-1985
19.1
10.2
14.8
14.7
1985-1986
6.3
15.9
15.3
12.5
1986-1987
22.5
19.2
29.3
23.7
1987-1988
23.2
8.3
12.3
14.6
1988-1989
19.2
21.7
9.3
16.7
1989-1990
10.0
25.8
22.1
19.3
1990-1991
15.4
10.0
23.5
16.3
1991-1992
21.5
21.4
26.7
23.2
1992-1993
19.8
12.6
14.5
15.6
1993-1994
21.5
3.4
11.0
12.0
1994-1995
24.0
16.3
18.9
19.7
1995-1996
18.1
9.6
17.0
14.9
1996-1997
13.8
10.5
18.8
14.4
1997-1998
25.0
19.7
29.4
24.7
1998-1999
25.0
11.1
26.6
20.9
1999-2000
23.5
14.4
26.3
21.4
2000-2001
6.1
17.4
11.2
11.6
2001-2002
26.4
24.3
25.9
25.5
2002-2003
24.3
13.5
14.9
17.6
2003-2004
24.3
12.4
20.0
18.9
2004-2005
21.6
14.3
24.6
20.2
2005-2006
17.2
28.1
19.6
21.6
2006-2007
29.0
18.3
10.5
19.3
2007-2008
17.0
12.8
13.3
14.4
2008-2009
12.5
8.5
20.7
13.9
2009-2010
16.7
11.0
15.7
14.5
2010-2011
14.7
11.4
18.0
14.7
2011-2012
26.1
22.8
27.7
25.5
2012-2013
24.0
17.5
19.4
20.3
2013-2014
13.1
6.5
6.7
8.8
2014-2015
23.6
16.9
7.8
16.1
2015-2016
29.8
14.8
22.6
22.4
2016-2017
18.4
18.5
27.6
21.5
2017-2018
17.9
14.6
15.3
15.9
2018-2019
23.6
12.1
11.3
15.7
2019-2020
21.5
18.9
16.6
19.0
2020-2021
24.7
20.7
8.3
17.9
2021-2022
24.9
9.4
13.9
16.1
Dec
Jan
Feb
Winter
Mean
19.2
13.2
17.4
16.5
Max
30.7
1931
28.1
2006
32.0
1931
26.3
1930-31
Min
2.9
1983
-3.8
1912
0.5
1936
5.6
1978-79
Precipitation for Rochester, MN 1886-Present
Winter
Dec
Jan
Feb
Winter
1886-1887
0.98
0.66
2.06
3.70
1887-1888
2.10
2.92
0.45
5.47
1888-1889
M
1.12
M
1.12
1889-1890
M
M
M
M
1890-1891
M
M
M
M
1891-1892
M
M
M
M
1892-1893
M
M
M
M
1893-1894
2.46
M
0.25
2.71
1894-1895
M
M
M
M
1895-1896
M
M
M
M
1896-1897
M
M
M
M
1897-1898
M
M
M
M
1898-1899
M
M
M
M
1899-1900
M
M
M
M
1900-1901
M
M
M
M
1901-1902
M
M
M
M
1902-1903
M
M
M
M
1903-1904
M
M
M
M
1904-1905
M
M
M
M
1905-1906
M
M
M
M
1906-1907
M
M
M
M
1907-1908
M
M
M
M
1908-1909
0.70
1.47
1.20
3.37
1909-1910
0.60
1.65
0.05
2.30
1910-1911
0.45
0.70
1.65
2.80
1911-1912
2.61
0.24
0.07
2.92
1912-1913
1.27
0.19
0.53
1.99
1913-1914
0.13
0.98
0.34
1.45
1914-1915
0.32
0.41
2.30
3.03
1915-1916
0.37
1.70
0.58
2.65
1916-1917
0.59
1.23
0.34
2.16
1917-1918
0.18
0.65
0.62
1.45
1918-1919
1.19
0.47
1.07
2.73
1919-1920
0.57
0.92
0.06
1.55
1920-1921
M
M
M
M
1921-1922
M
M
M
M
1922-1923
M
M
M
M
1923-1924
M
M
M
M
1924-1925
M
M
M
M
1925-1926
M
M
M
M
1926-1927
M
M
M
M
1927-1928
M
M
M
M
1928-1929
0.48
M
M
0.48
1929-1930
0.07
0.83
0.71
1.61
1930-1931
0.35
0.30
0.64
1.29
1931-1932
1.62
M
0.76
2.38
1932-1933
1.26
2.20
0.83
4.29
1933-1934
0.77
0.71
0.18
1.66
1934-1935
0.61
1.13
0.73
2.47
1935-1936
0.52
0.47
1.18
2.17
1936-1937
1.16
1.08
0.52
2.76
1937-1938
0.28
0.66
1.00
1.94
1938-1939
0.65
1.02
0.73
2.40
1939-1940
1.10
0.41
0.99
2.50
1940-1941
2.18
1.67
0.28
4.13
1941-1942
0.57
0.13
0.22
0.92
1942-1943
1.37
1.10
0.21
2.68
1943-1944
T
0.68
1.01
1.69
1944-1945
0.45
0.65
1.74
2.84
1945-1946
1.94
1.39
0.75
4.08
1946-1947
0.77
1.14
0.60
2.51
1947-1948
1.63
0.20
2.00
3.83
1948-1949
2.17
1.86
0.19
4.22
1949-1950
0.73
1.55
1.33
3.61
1950-1951
1.81
0.85
2.03
4.69
1951-1952
0.80
1.63
0.61
3.04
1952-1953
0.46
1.23
0.94
2.63
1953-1954
1.26
0.49
0.31
2.06
1954-1955
0.56
0.40
1.14
2.10
1955-1956
1.23
0.57
0.52
2.32
1956-1957
0.32
0.18
0.47
0.97
1957-1958
0.50
0.15
0.06
0.71
1958-1959
0.22
0.47
1.58
2.27
1959-1960
1.34
0.49
0.31
2.14
1960-1961
0.92
0.07
0.94
1.93
1961-1962
0.70
0.17
1.35
2.22
1962-1963
0.28
0.82
0.39
1.49
1963-1964
0.39
0.37
0.04
0.80
1964-1965
0.84
0.45
1.34
2.63
1965-1966
1.41
0.68
1.06
3.15
1966-1967
0.96
2.53
0.76
4.25
1967-1968
0.22
0.77
0.14
1.13
1968-1969
1.86
1.25
0.14
3.25
1969-1970
1.66
0.38
0.47
2.51
1970-1971
0.82
1.12
2.21
4.15
1971-1972
0.98
0.71
0.29
1.98
1972-1973
1.45
1.05
0.88
3.38
1973-1974
0.99
0.36
0.73
2.08
1974-1975
0.56
1.91
0.76
3.23
1975-1976
1.21
0.38
0.49
2.08
1976-1977
0.47
0.37
0.97
1.81
1977-1978
1.57
0.58
0.33
2.48
1978-1979
0.83
1.28
0.34
2.45
1979-1980
0.48
1.52
0.52
2.52
1980-1981
0.42
0.23
2.00
2.65
1981-1982
0.72
1.70
0.11
2.53
1982-1983
2.83
0.82
1.27
4.92
1983-1984
1.00
0.11
1.96
3.07
1984-1985
1.79
0.63
0.57
2.99
1985-1986
1.14
0.59
0.61
2.34
1986-1987
0.32
0.58
0.23
1.13
1987-1988
1.75
1.16
0.22
3.13
1988-1989
1.11
0.41
0.42
1.94
1989-1990
0.38
0.55
0.71
1.64
1990-1991
1.65
0.67
0.45
2.77
1991-1992
1.47
1.03
0.55
3.05
1992-1993
1.30
1.15
0.83
3.28
1993-1994
0.74
1.21
0.72
2.67
1994-1995
0.54
0.45
0.15
1.14
1995-1996
0.62
2.00
0.18
2.80
1996-1997
1.37
1.63
0.92
3.92
1997-1998
0.38
1.47
1.44
3.29
1998-1999
0.28
2.07
1.13
3.48
1999-2000
0.49
1.30
0.45
2.24
2000-2001
1.64
0.91
1.06
3.61
2001-2002
1.39
0.65
1.68
3.72
2002-2003
0.56
0.31
0.65
1.52
2003-2004
1.35
0.32
1.72
3.39
2004-2005
0.59
1.16
1.19
2.94
2005-2006
0.59
0.30
0.40
1.29
2006-2007
2.04
0.53
1.65
4.22
2007-2008
1.21
0.67
0.56
2.44
2008-2009
1.52
0.64
0.79
2.95
2009-2010
2.22
0.58
0.79
3.59
2010-2011
3.68
0.84
0.77
5.29
2011-2012
1.21
0.57
1.63
3.41
2012-2013
1.78
0.78
1.22
3.78
2013-2014
1.10
1.00
1.76
3.86
2014-2015
1.02
0.71
0.65
2.38
2015-2016
3.21
0.75
0.65
4.61
2016-2017
2.07
2.12
1.66
5.85
2017-2018
0.51
1.42
1.08
3.01
2018-2019
2.10
1.23
2.97
6.30
2019-2020
1.19
1.01
1.20
3.40
2020-2021
0.20
1.14
0.65
1.99
2021-2022
1.41
0.83
0.41
2.65
Dec
Jan
Feb
Winter
Mean
1.07
0.90
0.84
2.80
Max
3.68
2010
2.92
1888
2.97
2019
6.30
2018-19
Min
T
1943
0.07
1961
0.04
1964
0.48
1928-29
Seasonal Snow for Rochester, MN 1908-Present
Snow Season
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
1908-1909
M
M
M
7.0
11.8
12.0
12.5
T
T
43.3
1909-1910
M
T
13.0
5.6
23.0
0.8
T
3.0
0.0
45.4
1910-1911
M
0.0
2.0
4.5
7.0
4.0
2.0
1.0
0.0
20.5
1911-1912
M
M
16.3
13.5
6.5
0.7
3.5
T
M
40.5
1912-1913
M
0.0
0.1
3.5
M
8.1
M
0.0
0.0
11.7
1913-1914
M
M
0.0
T
4.6
3.1
2.4
0.4
M
10.5
1914-1915
M
M
T
6.5
4.0
14.0
12.4
M
T
36.9
1915-1916
M
T
8.0
4.3
1.0
9.5
6.3
0.0
0.0
29.1
1916-1917
M
M
2.6
9.5
21.0
5.8
14.0
T
0.0
52.9
1917-1918
M
5.5
0.5
3.7
9.4
2.5
13.0
M
0.0
34.6
1918-1919
M
M
4.0
4.0
8.0
7.5
2.5
4.5
M
30.5
1919-1920
M
0.0
4.8
3.0
4.0
M
7.0
M
M
18.8
1920-1921
M
T
M
M
M
M
M
M
M
T
1921-1922
M
M
M
M
M
M
M
M
M
M
1922-1923
M
M
M
M
M
M
M
M
M
M
1923-1924
M
M
M
M
M
M
M
M
M
M
1924-1925
M
M
M
M
M
M
M
M
M
M
1925-1926
M
M
M
M
M
M
M
M
M
M
1926-1927
M
M
M
M
M
M
M
M
M
M
1927-1928
M
M
M
M
M
M
M
M
M
M
1928-1929
M
M
3.9
2.0
3.3
4.4
9.1
T
M
22.7
1929-1930
0.0
6.6
3.0
M
10.5
0.2
M
M
M
20.3
1930-1931
M
4.0
4.5
2.8
3.5
3.2
4.6
T
M
22.6
1931-1932
M
M
M
5.3
M
M
5.0
M
M
10.3
1932-1933
M
1.5
M
4.5
4.0
5.5
14.5
M
M
30.0
1933-1934
0.0
0.2
0.4
4.2
3.2
2.5
16.2
0.0
0.0
26.7
1934-1935
0.0
T
14.0
9.5
16.0
8.0
3.0
1.5
0.0
52.0
1935-1936
0.0
0.0
0.5
6.1
3.8
14.8
6.5
1.5
0.0
33.2
1936-1937
0.0
0.0
3.0
4.5
16.5
7.5
8.0
0.5
0.0
40.0
1937-1938
0.0
0.5
2.8
2.6
10.0
2.2
4.0
2.5
T
24.6
1938-1939
0.0
1.0
4.5
7.7
6.8
12.0
8.1
2.7
0.0
42.8
1939-1940
0.0
T
0.0
4.1
5.1
8.0
18.4
0.0
T
35.6
1940-1941
0.0
0.0
9.0
18.3
7.4
4.2
7.3
T
0.0
46.2
1941-1942
0.0
T
T
10.5
2.7
8.4
12.9
T
0.0
34.5
1942-1943
0.3
0.1
7.5
12.9
15.6
2.2
10.2
T
T
48.8
1943-1944
0.0
T
9.6
T
2.2
6.0
19.5
0.9
2.0
40.2
1944-1945
0.0
0.0
1.4
4.0
9.1
18.4
4.2
12.5
T
49.6
1945-1946
T
0.0
2.8
14.0
4.1
4.1
1.3
T
T
26.3
1946-1947
0.0
T
3.4
7.6
13.9
5.6
6.5
6.5
T
43.5
1947-1948
0.0
0.0
12.6
14.3
2.3
14.5
7.1
T
0.0
50.8
1948-1949
0.0
0.0
1.3
15.2
10.7
3.3
2.5
2.8
T
35.8
1949-1950
0.0
T
4.9
4.7
14.4
14.9
11.8
0.4
T
51.1
1950-1951
0.0
T
1.4
21.4
12.4
6.2
35.1
1.0
0.0
77.5
1951-1952
T
T
8.6
13.4
12.4
9.2
18.5
11.5
T
73.6
1952-1953
0.0
0.1
14.6
7.3
6.9
8.5
5.3
2.7
T
45.4
1953-1954
0.0
0.0
1.8
6.6
5.1
0.2
10.4
T
0.7
24.8
1954-1955
0.0
0.8
7.2
5.2
4.6
4.7
7.3
T
0.0
29.8
1955-1956
0.0
0.7
4.3
17.4
5.7
5.7
18.8
7.4
0.0
60.0
1956-1957
0.0
0.0
6.1
3.6
2.0
4.9
6.1
1.7
0.0
24.4
1957-1958
0.0
T
12.4
3.7
2.1
0.6
2.5
T
0.0
21.3
1958-1959
0.0
T
0.7
4.7
5.9
19.4
10.4
T
0.0
41.1
1959-1960
0.0
1.3
6.4
3.5
5.4
4.0
7.8
0.2
T
28.6
1960-1961
0.0
T
0.1
2.0
1.7
7.5
18.9
4.5
0.0
34.7
1961-1962
0.8
0.2
4.5
18.3
2.5
19.1
16.2
12.9
0.0
74.5
1962-1963
0.0
0.2
0.2
4.5
11.8
5.7
12.6
2.3
0.0
37.3
1963-1964
0.0
0.0
0.3
8.3
5.9
0.8
13.1
1.1
0.0
29.5
1964-1965
0.0
T
4.8
6.4
11.1
8.8
12.2
5.2
T
48.5
1965-1966
T
0.0
1.1
0.9
10.5
7.3
12.2
0.4
0.2
32.6
1966-1967
0.0
0.2
2.5
10.3
12.4
13.4
5.6
T
0.3
44.7
1967-1968
0.0
T
0.5
0.7
4.7
2.4
0.4
0.4
0.0
9.1
1968-1969
0.0
0.2
4.5
20.7
9.5
2.6
5.6
0.5
T
43.6
1969-1970
0.0
2.1
0.6
30.6
8.5
9.0
8.4
3.4
T
62.6
1970-1971
0.0
0.1
7.6
10.8
16.2
16.0
9.7
1.6
0.0
62.0
1971-1972
0.0
0.0
7.8
8.4
11.0
3.5
7.8
2.7
0.0
41.2
1972-1973
0.0
1.1
0.8
17.2
12.0
7.9
1.5
10.4
0.2
51.1
1973-1974
0.0
T
0.3
16.3
2.1
12.3
11.2
0.3
0.0
42.5
1974-1975
0.0
0.0
2.9
8.3
14.1
10.2
15.0
2.5
0.0
53.0
1975-1976
0.0
T
7.8
1.9
6.6
1.6
10.3
T
0.2
28.4
1976-1977
0.0
2.9
1.9
7.7
9.2
1.8
7.5
3.5
0.0
34.5
1977-1978
0.0
T
10.0
18.8
7.4
5.9
5.4
1.2
0.0
48.7
1978-1979
0.0
0.0
11.2
14.2
24.4
5.0
11.0
7.4
T
73.2
1979-1980
0.0
5.4
5.5
0.7
13.6
6.3
12.8
10.9
0.0
55.2
1980-1981
0.0
T
0.7
5.1
3.5
16.1
T
0.2
0.0
25.6
1981-1982
0.0
2.2
8.2
11.1
27.3
2.2
4.0
7.7
0.0
62.7
1982-1983
0.0
0.5
2.4
8.3
7.9
15.9
11.2
16.4
0.0
62.6
1983-1984
0.0
T
14.0
16.2
2.7
12.0
16.1
5.0
0.0
66.0
1984-1985
0.0
T
3.7
14.4
12.2
9.3
25.2
3.8
0.0
68.6
1985-1986
T
0.0
22.5
16.0
11.5
8.7
1.2
0.8
0.0
60.7
1986-1987
0.0
T
8.4
3.5
8.1
2.3
4.7
T
0.0
27.0
1987-1988
0.0
0.9
1.7
16.0
18.2
5.8
3.1
15.6
0.0
61.3
1988-1989
0.0
T
10.8
4.8
4.7
9.3
21.2
0.1
0.2
51.1
1989-1990
0.0
2.6
10.5
6.6
5.9
9.3
0.5
0.2
0.0
35.6
1990-1991
0.0
0.8
1.6
20.8
9.9
6.1
5.9
0.8
0.0
45.9
1991-1992
0.0
4.5
20.3
7.3
9.0
6.5
15.0
T
T
62.6
1992-1993
0.0
0.8
4.3
11.7
15.7
10.8
9.8
9.3
0.0
62.4
1993-1994
0.0
T
7.7
6.0
21.8
15.3
2.9
3.2
T
56.9
1994-1995
0.0
0.0
4.8
7.2
4.5
1.4
10.1
5.1
T
33.1
1995-1996
T
2.3
4.0
11.8
30.2
1.9
9.3
2.1
0.0
61.6
1996-1997
0.0
T
17.5
19.6
14.4
11.8
18.8
2.9
0.1
85.1
1997-1998
0.0
T
3.9
4.3
17.1
7.0
10.1
T
0.0
42.4
1998-1999
0.0
0.0
0.7
5.3
29.4
5.4
6.7
T
0.0
47.5
1999-2000
0.0
0.5
T
7.6
19.3
7.0
3.3
2.1
0.0
39.8
2000-2001
0.0
T
5.4
35.3
7.3
7.4
10.2
T
0.0
65.6
2001-2002
0.0
T
0.4
2.2
10.0
5.5
7.1
6.9
T
32.1
2002-2003
0.0
1.4
1.0
1.6
5.7
6.4
6.0
6.4
0.0
28.5
2003-2004
0.0
T
1.3
12.3
9.1
18.6
3.7
0.0
0.0
45.0
2004-2005
0.0
0.0
2.8
4.1
13.9
9.1
23.0
0.1
T
53.0
2005-2006
0.0
0.0
5.5
12.1
0.8
8.2
11.1
0.0
0.0
37.7
2006-2007
0.0
0.1
10.6
0.8
10.5
20.1
12.3
7.4
0.0
61.8
2007-2008
0.0
0.0
0.9
13.1
13.0
7.3
9.0
0.8
T
44.1
2008-2009
0.0
0.1
4.4
28.6
9.8
8.0
1.2
0.6
0.0
52.7
2009-2010
0.0
7.9
0.2
26.3
4.2
13.9
0.0
0.0
T
52.5
2010-2011
0.0
0.0
1.3
41.3
9.8
9.3
4.6
4.2
T
70.5
2011-2012
0.0
T
0.2
8.4
8.1
3.9
T
T
0.0
20.6
2012-2013
0.0
T
0.1
14.4
1.9
15.4
23.5
4.2
14.5
74.0
2013-2014
0.0
T
1.3
13.1
14.8
18.6
6.2
6.5
0.0
60.5
2014-2015
0.0
T
9.2
8.2
10.0
10.6
10.9
1.5
0.0
50.4
2015-2016
0.0
0.2
2.3
13.2
5.7
11.1
14.9
0.5
0.0
47.9
2016-2017
0.0
0.0
1.0
19.7
13.2
10.4
8.4
T
0.0
52.7
2017-2018
0.0
2.6
0.7
7.2
16.2
9.5
7.0
17.0
0.0
60.2
2018-2019
0.0
1.6
4.0
9.7
18.5
40.0
4.8
8.2
0.0
86.8
2019-2020
0.0
0.3
13.1
7.1
12.4
14.7
2.0
8.5
T
58.1
2020-2021
0.0
4.2
4.4
3.9
11.6
8.7
8.9
T
0.0
41.7
2021-2022
0.0
0.0
0.6
13.1
8.7
6.4
0.6
0.9
0.0
30.3
Sep
Oct
Nov
Dec
Jan
Feb
Mar
Apr
May
Season
Mean
0.0
1.0
5.0
9.8
9.7
8.3
9.2
3.9
0.3
47.1
Max
0.8
1961
7.9
2009
22.5
1985
41.3
2010
30.2
1996
40.0
2019
35.1
1951
17.0
2018
14.5
2013
86.8
2018-19
Min
0.0
2020
0.0
2016
0.0
1939
T
1943
0.8
2006
0.2
1954
0.0
2010
0.0
2010
0.0
2021
9.1
1967-68
Will Europe have a cold winter 2023?
Fortunately, the weather outlook for the coming winter in Europe is also on the warm side in both Winter and Spring forecasts (Figure 2.a, 2.b). Only Spain and Portugal look to be cooler than normal.
What kind of winter is predicted for 2022 Europe?
ECMWF WINTER 2022/2023 SNOWFALL FORECAST UPDATE
Over Europe, we see below-average snowfall, which is surprising given the lack of strong warm anomalies and normal precipitation. An increased snowfall potential is forecast over small parts of central Europe.
Will 2022 be a rough winter?
Winter will be warmer than normal, with above-normal precipitation. The coldest periods will be in late November, mid- and late December, and mid- January. Snowfall will be below normal in most areas that normally receive snow, with the snowiest periods in early to mid-January and early February.
Will it be a cold winter 2023 UK?
The winter period, or at least the start of winter 2022-2023 would more than likely bring much colder weather compared to El Niño years.