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Apportioning climate change indicators to regional emitters
Jason Lowe September 2002
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Estimating regional share
EMISSIONS FROM EACH COUNTRY/REGION RADIATIVE FORCING FOR EACH COUNTRY TEMPERATURE CHANGE FOR EACH COUNTRY SHARE CONCENTRATIONS FROM EACH COUNTRY/REGION
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Results – Phase 1 Unless otherwise stated, results use EDGAR-HYDE 1.4
gas emissions.
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CDIAC – Basic model (no feedback)
Temperature CO2 Conc CH4 Conc N2O Conc
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CDIAC – Extended model (feedback)
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CDIAC – Basic model (no feedback) Short CH4 and N2O lifetimes
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EDGAR/HYDE – Basic model
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EDGAR/HYDE – Extended model
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Can we simulate B1 CO2 concentrations using a simple model
Can we simulate B1 CO2 concentrations using a simple model? Input to HadCM3 is used as a comparison HadCM3 CO2 concentrations derived from Bern carbon cycle model. Pre-1990 values agree well with observations
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Can we simulate A1FI CO2 concentrations using a simple model
Can we simulate A1FI CO2 concentrations using a simple model? Input to HadCM3 is used as a comparison
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Can we simulate temperature rise using a simple model
Can we simulate temperature rise using a simple model? HadCM3 simulation is used as a comparison
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Results – Phase 2 Unless otherwise stated, results use marginal approach.
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Regional share of CO2 emissions
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Regional share of cumulative CO2 emissions
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Regional share of CO2 concentrations
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Regional share of GHG forcing
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Global temperature rise from regional emissions
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Regional share of temperature rise
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Share of the temperature rise to 2100
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Regional share of temperature rise annex 1 and non-annex 1
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Regional share of temperature rise Only using emissions after 1950
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Regional share of temperature rise Only emissions after 1990
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Are the results different for other scenarios?
A1FI B1 A2
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Does feedback affect the apportionment calculation?
No temperature feedback Temperature feedback
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Does the amount of carbon cycle fertilization affect the result?
Bern low case Bern high case
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Does a slower climate response (only long time constant) affect the result?
Slow climate model response
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Comparing attribution methods
Marginal All minus one
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