How can improved understanding and more realistic
simulations of the MJO lead to better forecasts of benefits and hazards
in the global tropics?
Motivation The MJO has documented relationships with numerous phenomena, including
the ENSO cycle, the monsoon systems in both hemispheres, and tropical
cyclone activity in all of the ocean basins. Moreover, the MJO can aid
in the development of mid-latitude extreme precipitation events and produces
distinct periods of anomalous precipitation over near equatorial regions
of South America, Central America, Africa, and the Maritime Continent.
The relationships noted above often result in short-term (week 1-3) weather
hazards and/or benefits that can have far reaching socioeconomic impacts.
Product Summary
In order to exploit improved understanding of the MJO and its associated
impacts in the short-term, the Climate Prediction Center (CPC) has developed
an experimental global tropics Benefits/Hazards Assessment and Outlook.
The product is issued weekly and currently includes (i) outlooks for
above and below normal precipitation, (ii) areas with favorable and unfavorable
conditions for tropical cyclogenesis, and (iii) areas with impacts from
existing tropical cyclones. The product links many on-going activities
in CPC, both operational and developmental, and includes strong participation
from several other NOAA centers including the Earth System Resources
Laboratory (ESRL), the National Hurricane Center (NHC), the Hydrometeorological
Prediction Center (HPC), and the National Weather Service (NWS) western
and central regions. CPC ensures that the Outlooks are consistent
with other regional CPC assessments (such as the US Hazards Assessment)
and tropical cyclone information from the National Hurricane Center (NHC)
and the Joint Typhoon Warning Center (JTWC).
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(1) An increased chance of above normal rainfall
for the eastern Indian Ocean / Maritime Continent
(2) An increased chance of below normal rainfall in the central Pacific
Ocean
(3) An increased chance of below normal rainfall across sections
of Kenya and Tanzania
(4) An increased chance of above normal precipitation, strong winds,
and high seas along the Pacific coast
(5) Tropical cyclones will impact sections of southeast Asia, Malaysia,
and the Bay of Bengal (6) An increased chance of tropical cyclogenesis
in the southern Indian Ocean northwest of Australia |
Figure 1: Example benefits/hazards map from
December 19, 2005 indicating forecasted areas of above normal (green)
and below normal (yellow) rainfall and favorable conditions for
tropical cyclogenesis (red). The assessment product is GIS based
and allows the overlay of additional geographic information – in
this example, rivers and major population centers. |
The physical basis for the Outlooks includes atmospheric
responses to the ENSO cycle, the MJO, and other coherent and/or persistent
modes of variability in both the tropics (atmospheric Kelvin waves, equatorial
Rossby waves, etc.) and extratropics (low-latitude frontal systems, mid-latitude
blocking, etc.). Several tools are used to develop the weekly product,
including regular detailed atmospheric and oceanic monitoring data, statistical
MJO forecasts, dynamical forecasts from both the Global Forecast System
(GFS) and the Climate Forecast System (CFS), ENSO and MJO composites,
and a global synoptic-dynamic model of subseasonal variability. Figure
2 gives an example of a statistical MJO forecast that is used regularly
by the hazards / benefits team.

Figure 2. An example of the Wheeler and Hendon (2004)
MJO statistical forecast from April 3, 2005. The figure illustrates forecast
outgoing longwave radiation (OLR) and 850 hPa wind anomalies associated
with the MJO. Blue (yellow) shading indicates wet (dry) conditions.
The experimental product bridges the gap between climate and weather
and has many diverse applications in various sectors of the economy (including
the financial, energy, agriculture, water resource management and fire
weather sectors). The Outlooks also provide emergency managers
and regional planners with a heads-up on potential hazards related to
climate, weather and hydrologic events in the global tropics. Preliminary
verification of the Outlooks for both precipitation (Figure 3) and tropical
cyclogenesis (Figure 4) are encouraging, with skill levels comparable
to those achieved with other CPC operational products.

Figure 3. Verification of forecasted (non-EC)
above/below rainfall areas from March 2005 through March 2006 for a
three class system (A, N, B; EC is equal chances for A, N or B). (a)
Weekly time series of Heidke skill score for all areas and (b) Heidke
skill score for each grid point over the verification period. The Heidke
skill score is a measure of how well a forecast did relative to a randomly
selected forecast and a score of 0 indicates that the forecast did
no better than what would be expected by chance. A score of 100 depicts
a "perfect" forecast
and a score of -50 depicts the "worst possible" forecast.
Implications
Improved understanding and more realistic simulations of the MJO (including
onset and demise) will have tremendous implications for assessing future
potential benefits and hazards across not only the global tropics but
also (at times) in the extratropics. Furthermore, quantification of potential
predictability and achievable skill levels using multi-model approaches
can lead to probabilistic forecasts of potential hazards. CPC’s
future plans include the continued expansion of collaboration (both weekly
monitoring/assessment and research) and the development of additional
MJO forecasting tools.

Figure 4. Verification of tropical cyclogenesis
areas from March 2005 - April 2006. Refer to the 2x2 contingency table
in the upper left corner of the plot for bar plot explanation. The “Hit
Rate” is the proportion of correct “yes” and “no” forecasts:
(a+d)/n. The “Basic Hit Rate” is the proportion of correct “yes” forecasts:
a/(a+b). The “Probability of Detection” (POD) and “False
Alarm Rate” (FAR) are calculated by [a / (a+c)] and [b / (a+b)]
respectively. The total number of forecasts, n, is given by n=(a+b+c+d).
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