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Geen diatitel

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Janet Wijngaard, Aryan van Engelen & G nther K nnen (KNMI) ... Trends in 'very rare' extreme events analysed by the parameters of extreme value ... – PowerPoint PPT presentation

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Title: Geen diatitel


1
Identifying natural hazardsin climate databases
Albert Klein Tank KNMI, the Netherlands 19
September 2002 acknowledgementsLisa Alexander
(Met Office, UK) Janet Wijngaard, Aryan van
Engelen Günther Können (KNMI) 36
ECA-participants (Europe Middle East)
2
European Study http//www.knmi.nl
/samenw/eca
3
River Rhine flooding 1995 precipitation data GPCC
(GPCC, 1995)
4
Recent Elbe flooding 2002 precipitation data
(GPCC, 1995)
5
Studying trends what types of extremes?
  • Trends in extreme events characterised by the
    size of their societal or economic impacts
  • Trends in very rare extreme events analysed by
    the parameters of extreme value distributions
  • Trends in observational series of phenomena with
    a daily time scale using indices of extremes

YES
6
Motivation for choice of extremes
  • The statistical detection probability of trends
    depends on the return period of the extreme event
    and the length of the observational series
  • For extremes in daily series of e.g. temperature
    and precipitation having typical length 50 yrs,
    the optimal return period is 10-30 days rather
    than 10-30 years

7
example 80 detection prob. (5-level)
T
(see also Frei Schär, J.Climate, 2001)
N
8
Approach
  • Using derived climate indices as proposed by the
    joint CCL/CLIVAR Working Group on Climate Change
    Detection (Peterson et al., WMO-TD No. 1071,
    2001)
  • Focus on counts of days crossing a threshold
    either absolute/fixed thresholds or
    percentile/variable thresholds relative to local
    climate
  • Standardisation enables comparisons between
    results obtained in different parts of the
    world(e.g. Frich et al., Clim. Res. 2002 also
    in IPCC-TAR)

9
Temperature indices I
  • Example of frost days as an extreme index based
    on an absolute temperature threshold

10
Frich et al. (Clim.Res., 2002) in IPCC-TAR
11
Temperature indices II
  • Example of winter warm spells and cold spells
    as an extreme index based on counts of events
    over a (seasonally varying) percentile threshold

12
IPCC-TAR (Ch.2, Folland and Karl)
13
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14
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15
Precipitation indices I
  • Example of R95tot extreme index for the
    precipitation fraction due to very wet days

16
Easterling et al. (BAMS, 2000) in IPCC-TAR see
also Groisman et al. (Clim.Change, 1999)
Linear trends in rainy season over 50 years
17
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18
Frich et al. (Clim.Res., 2002) in IPCC-TAR
19
  • the end...
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