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Conclusions:

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OR rather: How to deal with trends' in a real time forecast setting.? How to improve Trend forecast tools? How to physically explain Trends? Intro I ... – PowerPoint PPT presentation

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Title: Conclusions:


1

TRENDS REVISITED
C P C
Huug van den Dool Climate Prediction
Center NCEP/NWS/NOAA CDPW Reno October, 22,
2003
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(Trends not a straight line, LF ups and
downs.) Trends Diagnostics OR rather How to
deal with trends in a real time forecast
setting.? How to improve Trend forecast
tools? How to physically explain Trends?
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Intro IWhere does 2003 stand over the US
trendwise???Is it another warm year??
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Sofar, DJF thru JAS 2003B N A at 102 US
locations23 37 41
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Intro II The Great Performance Measure (PM)
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The PM (blue line)Retro-active OCN (pink line)
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What is OCN? (Optimal Climate Normals).
Essentially a forecast in which one persists the
average of the anomalies observed in the same
named season over the last K years.Example of
OCN for JFM 2004 The average anomaly for JFM
over 1994-2003 (K10 T no space averaging)
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What might explain the skill of such simple
forecasts?
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Table 1. Weights (X100) of the constructed
analogue on global SST with data thru Feb 2001.
An example.Yr(j) Wt(aj) Yr Wt Yr Wt Yr Wt 56
5 67 -8 78 -1 89 8 57 2 68 -5 79 -3 90 13 58 -
4 69 -3 80 -4 91 7 59 -7 70 -5 81 -8 92 11 60 -
3 71 -2 82 1 93 -6 61 1 72 6 83 0 94
2 62 -1 73 1 84 -1 95 7 63 -1 74 1 85 3 96
2 64 -3 75 2 86 12 97 14 65 -8 76 5 87 5 98
2 66 -5 77 1 88 0 99 26sum -24
sum -7 sum 4 sum
86----------------------------------------------
------------------------------------------
CA-SST(s) 3 aj SST(s,j), where aj is given as
in the Table. j
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Table 1. Weights (X100) of the constructed
analogue on global SST with data thru Feb 2001.
An example.Yr(j) Wt(aj) Yr Wt Yr Wt Yr Wt 56
5 67 -8 78 -1 89 8 57 2 68 -5 79 -3 90 13 58 -
4 69 -3 80 -4 91 7 59 -7 70 -5 81 -8 92 11 60 -
3 71 -2 82 1 93 -6 61 1 72 6 83 0 94
2 62 -1 73 1 84 -1 95 7 63 -1 74 1 85 3 96
2 64 -3 75 2 86 12 97 14 65 -8 76 5 87 5 98
2 66 -5 77 1 88 0 99 26sum -24
sum -7 sum 4 sum
86----------------------------------------------
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  • CA-SST(s) 3 aj SST(s,j), where aj is given as
    in the Table.
  • j
  • OCN-SST(s) 3 aj SST(s,j), where aj0 (1/K)
    for older(recent) j.
  • j

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Trends in lower boundary conditions? global SST
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EOFs for JAS global SST 1948-2003
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Trends in lower boundary conditions? global Soil
Moisture
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Is the inter-decadal component of climate
variation accurately known ???Probably not.
Nature provides just one realization.
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Evidence 1) 70 of skill of OCN over US can be
obtained by replacing the K year average of
T(s,m) by the annual mean spatial mean value,
i.e. we can ignore some, if not most, of the
spatial and seasonal dependence.
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2) We can try to fight noise by a) determining
optimal K in EOF space ( Peitao Peng), i.e. build
a smooth spatial dependence b) We could generate
more data with a credible model
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Courtesy Marty Hoerling
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DJF US Nationwide (NCDC)
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JJA US Nationwide (NCDC)
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East Anglia Climate Unit
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Closing comments
  • LF (inter)decadal variability (trends) are
    important for seasonal forecasts, even at short
    leads.
  • Are there any situations we can identify a-priori
    where trend tools should be played down ?
  • Trends over the US appear related to trends in
    the NH, even worldwide

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Do trends have spatial patterns, and seasonality
? (probably yes)Can we extract such patterns
(and seasonality) from limited observations ?
(probably, barely)So either we fight noise by
EOF or other spatial smoothing, ORWe generate
artificial data by running a trustworthy GCM
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Explaining trends may require understanding
global changeShall we start forecasts for K
year averages ?? (Regress from the global mean ?)
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