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

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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

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

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

mm

m

m

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

Rel

ativ

e ch

ange

in

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