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EMULATING GCM PROJECTIONS BY PATTERN SCALING
•
PERFORMANCE
•
UNFORCED CLIMATE VARIABILITY
Liege, September 2015
Tim Osborn, Craig Wallace
Climatic Research Unit, School of Environmental Sciences, UEA, UK
•
With contributions from Jason Lowe, Dan Bernie
Meteorological Office Hadley Centre, UK
WHAT IS PATTERN SCALING?
• Pattern scaling assumes a linear relationship between local
climate change & global temperature change
• A GCM-simulated “pattern of climate change” is scaled to
represent any scenario of global temperature change
ΔVx,t ≈ ΔTt . αx
CMIP3	
  x	
  22	
   CMIP5	
  x	
  23	
  QUMP	
  x	
  17	
  
Normalised	
  change	
  pa=erns	
  
ClimGen	
  
•  Pa=ern	
  scaling	
  
•  Changes	
  in	
  
precipita.on	
  
variability	
  are	
  
included	
  
CMIP3	
  x	
  22	
   CMIP5	
  x	
  23	
  QUMP	
  x	
  17	
  
Global	
  temperatures	
  
Normalised	
  change	
  pa=erns	
  
ClimGen	
  
•  Pa=ern	
  scaling	
  
•  Changes	
  in	
  
precipita.on	
  
variability	
  are	
  
included	
  
CMIP3	
  x	
  22	
   CMIP5	
  x	
  23	
  QUMP	
  x	
  17	
  
Pa=ern	
  scaling	
  
Global	
  temperatures	
  
Normalised	
  change	
  pa=erns	
  
ClimGen	
  
•  Pa=ern	
  scaling	
  
•  Changes	
  in	
  
precipita.on	
  
variability	
  are	
  
included	
  
CMIP3	
  x	
  22	
   CMIP5	
  x	
  23	
  QUMP	
  x	
  17	
  
Pa=ern	
  scaling	
  
Global	
  temperatures	
  
Normalised	
  change	
  pa=erns	
  
ClimGen	
  
•  Pa=ern	
  scaling	
  
•  Changes	
  in	
  
precipita.on	
  
variability	
  are	
  
included	
  
• Pattern scaling assumes a linear relationship between local
climate change & global temperature change
• A GCM-simulated “pattern of climate change” is scaled to
represent any scenario of global temperature change
ΔVx,t ≈ ΔTt . αx
• If the linear assumption is correct, the pattern-scaled climate
projection should match (emulate) what the GCM would have
simulated for that scenario
• But, is this assumption valid?
NO
In general, NO
•
But, although it is not perfect, the linear
relationship works quite well in many cases
•
The errors are real, but are often small in
comparison to the many other uncertainties
PATTERN SCALING PERFORMANCE
Climate timeseries (observed or GCM-simulated) are climate
response to forcings plus a realisation of unforced (internally-
generated) climate variability
We’re interested in both but prefer to deal with them separately,
not least because you cannot generate a sequence of unforced
variability by pattern-scaling
For ClimGen, we try to obtain patterns that represent the
forced climate response:
•  Use initial condition ensembles (where available)
•  Pool simulations across multiple forcing scenarios (all RCPs)
•  Regress change against global ΔT using all 1951-2100 data
Forced climate response & unforced climate variability
GCM	
   RCP2.6	
   RCP4.5	
   RCP6	
   RCP8.5	
  
CMIP5	
  GCM1	
  
CMIP5	
  GCM2	
  
…	
  
…	
  
…	
  
CMIP5GCM21	
  
Fig. 2 of Osborn et al. (in press) Climatic Change
Global temperature projection
HELIX specific warming levels
HadGEM2-ES (RCP8.5)
2°C 4°C 6°C
A more specific evaluation of performance:
One GCM (HadGEM2-ES) for specific warming levels
PATTERN SCALING PERFORMANCE
•
LAND AIR TEMPERATURE
RCPall
RCP85
RCP26
RCP264560
PATTERN SCALING PERFORMANCE
•
LAND PRECIPITATION
mmmm
RCPall
RCP85
RCP26
RCP264560
FORCED CHANGES IN VARIABILITY
•
PATTERN-SCALING METRICS OF VARIABILITY
Pattern scaling: unforced climate variability changes?
Pa=ern-­‐scale	
  higher	
  moments	
  (e.g.	
  standard	
  deviaGon,	
  skew)	
  
•  We	
  divide	
  GCM	
  monthly	
  precipitaGon	
  Gmeseries	
  by	
  low-­‐pass	
  filter	
  
•  Represent	
  the	
  high-­‐frequency	
  deviaGons	
  with	
  a	
  gamma	
  distribuGon	
  
•  Scale	
  changes	
  in	
  gamma	
  shape	
  parameter	
  with	
  ΔT	
  
Fig. 1 of Osborn et al. (in press) Climatic Change
Relativechangein
How to utilise projected changes in distribution
shape? Perturb the observations
Example	
  applicaGon	
  
•  SE	
  England	
  grid	
  cell,	
  HadCM3	
  GCM,	
  July	
  precipitaGon	
  
•  For	
  ΔT	
  =	
  3°C,	
  pa=ern-­‐scaling	
  gives	
  45%	
  reducGon	
  in	
  mean	
  precipitaGon	
  
•  But	
  also	
  62%	
  reducGon	
  in	
  gamma	
  shape	
  param.	
  of	
  monthly	
  precipitaGon	
  
Fig. 1 of Osborn et al. (in press) Climatic Change
Observed sequence
Sequence x 0.55 Sequence x 0.55
Sequence x 0.55 &
perturbed to have 62% lower
shape
Is there agreement in GCM-simulated changes of variability?
•  MulG-­‐model	
  agreement	
  of	
  22	
  CMIP3	
  GCMs	
  
•  FracGon	
  of	
  models	
  showing	
  increased	
  gamma	
  shape	
  of	
  July	
  precipitaGon	
  
Units: fraction
Based on Osborn et al. (in press) Climatic Change
MPI-ESM-MR GCM for RCP8.5, single run
Future frequency > 0.08 means the 8%ile is more frequent than during the 1951-2000 reference period
See paper for equivalent results for 4, 6, 12, 20%iles
Fig. 3 of Osborn et al. (in press) Climatic Change
Projected changes in frequency of very dry summer months
MPI-ESM-MR GCM for RCP8.5, single run
Fig. 3 of Osborn et al. (in press) Climatic Change
1951-2000 reference
CLOSING REMARKS
•  GCMs can be approximately emulated by pattern-
scaling
•  Better for temperature than for precipitation
•  Precipitation is fine if patterns are diagnosed from suitable runs
•  Don’t diagnose patterns from RCP2.6 & extrapolate to large warming
•  Don’t falsely penalise pattern-scaling performance by evaluating
against a single GCM run
•  Pattern-scaling has been extended to project changes
in unforced climate variability
•  For precipitation in ClimGen, but could be extended to temperature
variability
•  Perturb the observed monthly climate record by pattern-scaled changes
in both mean & variability

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Emulating GCM projections by pattern scaling: performance and unforced climate variability

  • 1. EMULATING GCM PROJECTIONS BY PATTERN SCALING • PERFORMANCE • UNFORCED CLIMATE VARIABILITY Liege, September 2015 Tim Osborn, Craig Wallace Climatic Research Unit, School of Environmental Sciences, UEA, UK • With contributions from Jason Lowe, Dan Bernie Meteorological Office Hadley Centre, UK
  • 2. WHAT IS PATTERN SCALING?
  • 3. • Pattern scaling assumes a linear relationship between local climate change & global temperature change • A GCM-simulated “pattern of climate change” is scaled to represent any scenario of global temperature change ΔVx,t ≈ ΔTt . αx
  • 4. CMIP3  x  22   CMIP5  x  23  QUMP  x  17   Normalised  change  pa=erns   ClimGen   •  Pa=ern  scaling   •  Changes  in   precipita.on   variability  are   included  
  • 5. CMIP3  x  22   CMIP5  x  23  QUMP  x  17   Global  temperatures   Normalised  change  pa=erns   ClimGen   •  Pa=ern  scaling   •  Changes  in   precipita.on   variability  are   included  
  • 6. CMIP3  x  22   CMIP5  x  23  QUMP  x  17   Pa=ern  scaling   Global  temperatures   Normalised  change  pa=erns   ClimGen   •  Pa=ern  scaling   •  Changes  in   precipita.on   variability  are   included  
  • 7. CMIP3  x  22   CMIP5  x  23  QUMP  x  17   Pa=ern  scaling   Global  temperatures   Normalised  change  pa=erns   ClimGen   •  Pa=ern  scaling   •  Changes  in   precipita.on   variability  are   included  
  • 8. • Pattern scaling assumes a linear relationship between local climate change & global temperature change • A GCM-simulated “pattern of climate change” is scaled to represent any scenario of global temperature change ΔVx,t ≈ ΔTt . αx • If the linear assumption is correct, the pattern-scaled climate projection should match (emulate) what the GCM would have simulated for that scenario • But, is this assumption valid?
  • 9. NO
  • 10. In general, NO • But, although it is not perfect, the linear relationship works quite well in many cases • The errors are real, but are often small in comparison to the many other uncertainties
  • 12. Climate timeseries (observed or GCM-simulated) are climate response to forcings plus a realisation of unforced (internally- generated) climate variability We’re interested in both but prefer to deal with them separately, not least because you cannot generate a sequence of unforced variability by pattern-scaling For ClimGen, we try to obtain patterns that represent the forced climate response: •  Use initial condition ensembles (where available) •  Pool simulations across multiple forcing scenarios (all RCPs) •  Regress change against global ΔT using all 1951-2100 data Forced climate response & unforced climate variability
  • 13. GCM   RCP2.6   RCP4.5   RCP6   RCP8.5   CMIP5  GCM1   CMIP5  GCM2   …   …   …   CMIP5GCM21  
  • 14. Fig. 2 of Osborn et al. (in press) Climatic Change
  • 15. Global temperature projection HELIX specific warming levels HadGEM2-ES (RCP8.5) 2°C 4°C 6°C A more specific evaluation of performance: One GCM (HadGEM2-ES) for specific warming levels
  • 17.
  • 18.
  • 19.
  • 20.
  • 23.
  • 25. FORCED CHANGES IN VARIABILITY • PATTERN-SCALING METRICS OF VARIABILITY
  • 26. Pattern scaling: unforced climate variability changes? Pa=ern-­‐scale  higher  moments  (e.g.  standard  deviaGon,  skew)   •  We  divide  GCM  monthly  precipitaGon  Gmeseries  by  low-­‐pass  filter   •  Represent  the  high-­‐frequency  deviaGons  with  a  gamma  distribuGon   •  Scale  changes  in  gamma  shape  parameter  with  ΔT   Fig. 1 of Osborn et al. (in press) Climatic Change Relativechangein
  • 27. How to utilise projected changes in distribution shape? Perturb the observations Example  applicaGon   •  SE  England  grid  cell,  HadCM3  GCM,  July  precipitaGon   •  For  ΔT  =  3°C,  pa=ern-­‐scaling  gives  45%  reducGon  in  mean  precipitaGon   •  But  also  62%  reducGon  in  gamma  shape  param.  of  monthly  precipitaGon   Fig. 1 of Osborn et al. (in press) Climatic Change Observed sequence Sequence x 0.55 Sequence x 0.55 Sequence x 0.55 & perturbed to have 62% lower shape
  • 28. Is there agreement in GCM-simulated changes of variability? •  MulG-­‐model  agreement  of  22  CMIP3  GCMs   •  FracGon  of  models  showing  increased  gamma  shape  of  July  precipitaGon   Units: fraction Based on Osborn et al. (in press) Climatic Change
  • 29. MPI-ESM-MR GCM for RCP8.5, single run Future frequency > 0.08 means the 8%ile is more frequent than during the 1951-2000 reference period See paper for equivalent results for 4, 6, 12, 20%iles Fig. 3 of Osborn et al. (in press) Climatic Change Projected changes in frequency of very dry summer months
  • 30.
  • 31.
  • 32. MPI-ESM-MR GCM for RCP8.5, single run Fig. 3 of Osborn et al. (in press) Climatic Change 1951-2000 reference
  • 33.
  • 34.
  • 35.
  • 36.
  • 37.
  • 38. CLOSING REMARKS •  GCMs can be approximately emulated by pattern- scaling •  Better for temperature than for precipitation •  Precipitation is fine if patterns are diagnosed from suitable runs •  Don’t diagnose patterns from RCP2.6 & extrapolate to large warming •  Don’t falsely penalise pattern-scaling performance by evaluating against a single GCM run •  Pattern-scaling has been extended to project changes in unforced climate variability •  For precipitation in ClimGen, but could be extended to temperature variability •  Perturb the observed monthly climate record by pattern-scaled changes in both mean & variability