Hybrid Linking TIAM-KLEM: Assessing technological pathways ... · Post Paris Policy Context...
Transcript of Hybrid Linking TIAM-KLEM: Assessing technological pathways ... · Post Paris Policy Context...
Hybrid Linking TIAM-KLEM: Assessing technological pathways from INDCs towards 1.5C
James Glynn, Frédric Ghersi, Franck Lecocq,
Brian Ó Gallachóir
ERI-UCC, CIRED - IEW2016 Cork, IRELAND
Outline
• Research Question:• How far below 2°C is feasible? (if at all?)
• What would the macroeconomic impacts, demand response and sectoral dynamics be?
• Presentation in two sections
• TIAM-MACRO• How far below 2C towards 1.5C can we go?
• TIAM-KLEM• Hybrid linking methods between KLEM and ETSAP-TIAM
• What we have done
• What we haven’t done
• What we hope to do
Post Paris Policy Context –COP21Highlight figures.
• CP21, Article 2.1(a) Holding the increase in the global average temperature to well below 2˚C above pre-industrial levels and pursuing efforts to limit temperature increase to 1.5 ˚C would significantly reduce risks and impacts of climate change
• AR5 carbon budget for the total global cumulative emissions since 2011 that are consistent with a global average temperature rise of 1.5C above pre industrial levels with 50% probability is 550GtCO2.
• Considering the aggregate effect of INDCs, global cumulative CO2 emissions are expected to equal 97% by 2025 and 134% by 2030 of the cumulative emissions consistent with achieving a temperature increase of less than 1.5˚C
• INDCs result in ~52GtCO2e/yr in 2030• Not on a 2 ˚C least cost consistent path
GLOBAL ETSAP-TIAM model
• Linear programming bottom-up energy system model of IEA-ETSAP
• Integrated model of the entire energy system
• Prospective analysis on medium to long term horizon (2100)• Demand driven by exogenous energy service demands
• Partial and dynamic equilibrium (perfect market)
• Optimal technology selection
• Minimizes the total system cost
• Environmental constraints• Integrated Climate Model
• 15 Region Global Model
• Price-elastic demands
• Macro Stand Alone• Single consumer-producer, multi-regional, inter-temporal general equilibrium
model which maximises regional utility.• The utility is a logarithmic function of the consumption of a single generic
consumer.• Production inputs are labour, capital and energy.• Energy demand and energy costs from ETSAP-TIAM model.• MSA Re-estimates Energy Service Demands based on energy cost
Scenario Definitions
• Incremental Carbon Budgets from 1400GtCO2-400GtCO2• Climate model controlling concentrations of CH4 and N20 for 2 ˚C in 2100
• Delaying action where feasible 2010, 2020, 2030, 2040
• Find the feasible solution space in AR5 carbon budgets between 2˚C and 1.5˚C• AR5 all working group Synthesis Report Table 2.2
<1.5C <2C>3.5C
Carbon Budget GtCO2 66% 50% 33% 66% 50%
Start Year/Delayed Action
400 500 550 600 700 800 850 900 1000 1300 1400 Base
2005 <1.5C 66% <1.5C 50% <1.5C 50% <1.5C 50% <1.5C 33% <1.5C 33% <1.5C 33% <1.5C 33% <2C 66% <2C 50% <2C 50% 4DS
2010 <1.5C 66% <1.5C50% <1.5C50% <1.5C50% <1.5C 33% <1.5C 33% <1.5C 33% <1.5C 33% <2C 66% <2C 50% <2C 50%
2020 <1.5C 66% <1.5C50% <1.5C50% <1.5C50% <1.5C 33% <1.5C 33% <1.5C 33% <1.5C 33% <2C 66% <2C 50% <2C 50%
2030 <1.5C 66% <1.5C50% <1.5C50% <1.5C50% <1.5C 33% <1.5C 33% <1.5C 33% <1.5C 33% <2C 66% <2C 66% <2C 50%
2040 <1.5C 66% <1.5C50% <1.5C50% <1.5C50% <1.5C 33% <1.5C 33% <1.5C 33% <1.5C 33% <2C 66% <2C 66% <2C 50%
MACRO
RUNS
CO2 Trajectories
-20
-10
0
10
20
30
40
50
60
70
1990 2010 2030 2050 2070 2090
CO
2 (O
NLY
) (G
t/yr
)
Years
BASE_0
Historical FFI
2DS_CM_1400GtCO2
2DS_CM_1400GtCO2_DA10
2DS_CM_1400GtCO2_DA10_MSA
2DS_CM_1400GtCO2_DA30
2DS_CM_1400GtCO2_DA20_MSA
2DS_CM_1300GtCO2
2DS_CM_1300GtCO2_DA10
2DS_CM_1300GtCO2_DA20
2DS_CM_1000GtCO2
2DS_CM_1000GtCO2_DA10
2DS_CM_900GtCO2
2DS_CM_850GtCO2
2DS_CM_800GtCO2
2DS_CM_700GtCO2
2DS_CM_600GtCO2
2DS_CM_550GtCO2
2DS_CM_500GtCO2
How low (<2°C) can we go?1.5C – Temperature threshold or 2100 Target
0
0.5
1
1.5
2
2.5
3
3.5
4
2000 2010 2020 2030 2040 2050 2060 2070 2080 2090 2100 2110
Tem
per
atu
re C
han
ge (
°C)
BASE_0_CM
2DS_CM_1400GtCO2
2DS_CM_1400GtCO2_DA10
2DS_CM_1400GtCO2_DA10_MSA
2DS_CM_1400GtCO2_DA30
2DS_CM_1400GtCO2_DA20_MSA
2DS_CM_1400GtCO2_DA40
2DS_CM_1300GtCO2
2DS_CM_1300GtCO2_DA10
2DS_CM_1300GtCO2_DA20
2DS_CM_1300GtCO2_DA30
2DS_CM_1000GtCO2
2DS_CM_1000GtCO2_DA10
2DS_CM_1000GtCO2_DA20
2DS_CM_1000GtCO2_DA30
2DS_CM_900GtCO2
2DS_CM_850GtCO2
2DS_CM_800GtCO2
2DS_CM_700GtCO2
2DS_CM_600GtCO2
2DS_CM_550GtCO2
Temperature Change1.5C – Threshold or 2100 Target
0.5
0.7
0.9
1.1
1.3
1.5
1.7
1.9
2.1
2.3
2.5
2000 2010 2020 2030 2040 2050 2060 2070 2080 2090 2100
Tem
per
atu
re C
han
ge (
°C)
BASE_0_CM
2DS_CM_1400GtCO2_DA30
2DS_CM_1400GtCO2_DA20_MSA
2DS_CM_1400GtCO2_DA40
2DS_CM_1300GtCO2_DA20
2DS_CM_1300GtCO2_DA30
2DS_CM_1000GtCO2_DA20
Marginal Abatement costsbreak by starting year…
0
2000
4000
6000
8000
10000
12000
2000 2010 2020 2030 2040 2050 2060 2070 2080 2090 2100 2110
Mar
gin
al A
bat
emen
t C
ost
($2
005/
tCO
2
2DS_CM_1400GtCO2
2DS_CM_1300GtCO2
2DS_CM_900GtCO2
2DS_CM_850GtCO2
2DS_CM_800GtCO2
2DS_CM_700GtCO2
2DS_CM_600GtCO2
2DS_CM_550GtCO2
2DS_CM_500GtCO2
2DS_CM_400GtCO2
2DS_CM_1400GtCO2_DA10
2DS_CM_1300GtCO2_DA10
2DS_CM_1000GtCO2_DA10
2DS_CM_1400GtCO2_DA20
2DS_CM_1300GtCO2_DA20
2DS_CM_1400GtCO2_DA30
2DS_CM_1400GtCO2_DA40
2DS 66% Energy System in 21001,000 GtCO2 Budget 2020 – 2100
Primary Energy Supply
-
5,000
10,000
15,000
20,000
25,000
30,000
4DS . 4DS 2DS50%
2DS50%
DA30
2DS66%
. 4DS 2DS50%
2DS50%
DA30
2DS66%
. 4DS 2DS50%
2DS50%
DA30
2DS66%
. 4DS 2DS50%
2DS50%
DA30
2DS66%
2005 2030 2050 2070 2100
Pri
mar
y En
ergy
Su
pp
ly (
Mto
e)
Coal Oil Gas Nuclear Hydro Biomass Renewable except hydro and biomass
Power System production
-
5,000
10,000
15,000
20,000
25,000
30,000
4DS . 4DS 2DS50%
2DS50%
DA30
2DS66%
. 4DS 2DS50%
2DS50%
DA30
2DS66%
. 4DS 2DS50%
2DS50%
DA30
2DS66%
. 4DS 2DS50%
2DS50%
DA30
2DS66%
2005 2030 2050 2070 2100
Elec
tric
ity
Cap
acit
y (G
W) Solar PV
Solar Thermal
Wind
Geo and Tidal
Biomass CCS
Biomass
Hydro
Nuclear
Gas and Oil
Coal
GDP losses & Delayed Action
0 2 4 6 8 10 12 14 16 18 20
2DS 50%
2DS 50% DA20
2DS 50%
2DS 50% DA20
2DS 50%
2DS 50% DA20
2DS 50%
2DS 50% DA20
20
30
20
50
20
70
21
00
GDP Loss %
Former Soviet Union
Australia & NZ
South Korea
Other Developing Asia
Canada
Middle East
China
East Europe
Africa
India
West Europe
Japan
USA
Central South America
Mexico
The KLEM modeland its linkage to TIAMFrédéric Ghersi (CNRS/CIRED)
Why Hybrid Linking?
• Update TIAM Macroeconomic outlook(s)
• Harmonisation of energy service demands with changing economic outlook.
• Aim for Best of both worlds.
• Technological Explicitness
• Macroeconomic realism
• Sectoral Dynamics (Energy, Non Energy, Households)
• Demand response (adaptation) is critical to meet deep decarbonisation scenarios.
• Moving forward from TIAM-MACRO
• Investigate multi-sector dynamics
• Better represent socio-economic dynamics
Overview of linkage
• TIMES-MACRO (Remme & Blesl, 2006)
• TIAM-KLEM
TIAM
Energy p&qs
KLEM
Labour
ES investment
Households’ consumption
Public consumption
International trade
Investment
Non-E/E Capital
Non-E output
Simultaneously
Iteratively
?Non-E prices?
Prerequisites
• National accounting framework to access
• Complete cost structures K, L, E, M(1,…,n)
• Inter-industry flows i.e. structural change, dematerialisation
• Market instruments recycling options
• Distributive issues, at least firms/government/households
• Dual accounting in monetary and physical units
• To keep track of energy volumes in stand-alone versions
• To model agent-specific pricing
• Explicit investment profiles
• To account for transitional strain on shorter time intervals
KLEM at a glimpse
• CGEM with 2 primary factors L and K, 1 E good, 1non-E good
• Recursive dynamics driven by
• Exogenous L supply and productivity (SSP)
• K accumulation via exogenous investment & depreciation rates
• Public expenses constant share of GDP, constant (rough) tax system
• Operates on hybrid energy/economy matrix obtained from crossing GTAP and TIAM data
18/16
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E 430 627 249 - - 269 1 574
L net 5 859 41
L taxes 2 060 15
Y taxes 649 87
K 5 681 137
M 1 980 461
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
Base year (2007) IOT, WEU
Base year (2007) IOT, WEU
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E 430 627 249 - - 269 1 574
L net 5 859 41
L taxes 2 060 15
Y taxes 649 87
K 5 681 137
M 1 980 461
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
E uses and imports are TIAM data with explicit p x q decomposition
Base year (2007) IOT, WEU
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E 430 627 249 - - 269 1 574
L net 5 859 41
L taxes 2 060 15
Y taxes 649 87
K 5 681 137
M 1 980 461
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
Remainder of E resource structure scaled up/down from GTAP to balance uses
E uses and imports are TIAM data with explicit p x q decomposition
Base year (2007) IOT, WEU
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E 430 627 249 - - 269 1 574
L net 5 859 41
L taxes 2 060 15
Y taxes 649 87
K 5 681 137
M 1 980 461
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
Calibrated zero-sum specific margins warrant agent-specific E prices
E uses and imports are TIAM data with explicit p x q decomposition
Remainder of E resource structure scaled up/down from GTAP to balance uses
Base year (2007) IOT, WEU
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E 430 627 249 - - 269 1 574
L net 5 859 41
L taxes 2 060 15
Y taxes 649 87
K 5 681 137
M 1 980 461
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
Non-E data deduced from GTAP totals
KLEM behavioural assumptions
• Output sequential trade-off of K vs. L then KL vs. E then KLE vs. ‘M’ (aggregate of non-E goods)
• K vs. L, KLE vs. M settled by CES functions
• KL (VA) vs. E from TIAMunder a maintained CES assumption for KLE
• Aggregate savings rate exogenous (recursive dynamics)
• Households’ E consumption from TIAM
• International trade
• E trade from TIAM
• Non-E trade: ratio of M to Y isoelastic to terms of trade; X settled by international good CES of exported goods (Armington)
24/16
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net 5 859 41
L taxes 2 060 15
Y taxes 649 87
K 5 681 ###
M 1 980 ###
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
TIAM trajectory prescribes E uses and imports as well as E investment requirements, which drive KEaccumulation
K rental price adjusts to balance remainder of K supply and K demand by non-E production
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E 14 085 90 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net 5 859 ###
L taxes 2 060 ###
Y taxes 649 87
K 5 681 ###
M 1 980 ###
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 116
Resources 32 000 1 574
Labour intensity of E production assumed constant, wage adjusts to balance remainder of L supply and Ldemand by non-E production
Optional imperfect L market magnifies cost of E investment crowding out non-E investment
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E 14 085 ### 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net 5 859 ###
L taxes 2 060 ###
Y taxes 649 ###
K 5 681 ###
M 1 980 ###
SM non-E - 103
SM E - -14
SM C - -58
SM X - -30
Sales taxes 1 257 ###
Resources 32 000 1 574
‘M’ (non-E) intensity of E production trades off with KLE aggregate under a constant elasticity of substitution assumption
Output and sales taxes constant ad valorem rates
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E 14 085 ### 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net 5 859 ###
L taxes 2 060 ###
Y taxes 649 ###
K 5 681 ###
M 1 980 ###
SM non-E - ###
SM E - ###
SM C - ###
SM X - ###
Sales taxes 1 257 ###
Resources 32 000 ###
Specific margins adjust to have E end-use prices match TIAM agent-specific prices
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E 14 085 ### 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net ### ###
L taxes ### ###
Y taxes 649 ###
K ### ###
M 1 980 ###
SM non-E - ###
SM E - ###
SM C - ###
SM X - ###
Sales taxes 1 257 ###
Resources 32 000 ###
In non-E production
K and L trade off with constant elasticity to produce aggregate KL (VA) considering wage and rent adjusted to clear markets
Optional imperfect L market magnifies cost of E investment crowding-out non-E investment
Resulting K, L and E combine into aggregate KLE following CES specification
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E ### ### 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net ### ###
L taxes ### ###
Y taxes 649 ###
K ### ###
M 1 980 ###
SM non-E - ###
SM E - ###
SM C - ###
SM X - ###
Sales taxes 1 257 ###
Resources 32 000 ###
In non-E production
Non-E intensity of non-E production and KLE aggregate trade off to produce domestic output Y
The price of the non-E good is the weighted average of domestic and import prices
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E ### ### 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net ### ###
L taxes ### ###
Y taxes 649 ###
K ### ###
M ### ###
SM non-E - ###
SM E - ###
SM C - ###
SM X - ###
Sales taxes 1 257 ###
Resources 32 000 ###
In non-E production
The ratio of imports to domestic output in (volumes) is isoelastic to the ratio of their prices
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E ### ### 9 022 3 235 3 410 2 158 32 000
E ### ### ### - - ### ###
L net ### ###
L taxes ### ###
Y taxes ### ###
K ### ###
M ### ###
SM non-E - ###
SM E - ###
SM C - ###
SM X - ###
Sales taxes 1 ### ###
Resources 32 000 ###
In non-E production
Exogenous tax rates
At each period from 2010 to 2100
B$ Non-E E C G I X Uses
Non-E ### ### ### ### ### ### ###
E ### ### ### - - ### ###
L net ### ###
L taxes ### ###
Y taxes ### ###
K ### ###
M ### ###
SM non-E - ###
SM E - ###
SM C - ###
SM X - ###
Sales taxes 1 ### ###
Resources ### ###
Final non-E consumptions
G and I are exogenous shares of GDP
X trades off with Xs of other regions at constant elasticity of substitution (Armington) to provide sum of Ms
Closure of accounting balance defines C
Overview of linkage
• TIMES-MACRO (Remme & Blesl, 2006)
• TIAM-KLEM
TIAM
Energy p&qs
KLEM
Labour
ES investment
Households’ consumption
Public consumption
International trade
Investment
Non-E/E Capital
Non-E output
Simultaneously
Iteratively
?Non-E prices?
Conclusions
• Achieving below 2C is highly improbable and near infeasible. • 1.9°C – 1.8°C – simple climate model
• GDP losses in the utility maximising least cost scenario for delayed action to 2020 is regionally varied and inequitable.
• Greater structural resolution and flexibility is required in hybrid models to better account for limits to substation and structure change.
• This hybrid type of approach steps towards sectoral specific dynamics of decarbonising from a bottom up technology explicit perspective
• Unemployment, structural changes, sectoral outputs
• Could inform targeted regional/sector specific transition policies
Acknowledgements
Centre International de Recherchesur l’Environnement et le Développement
Environmental Research Institute
Instiúd Taighde Comshaoil
Energy Policy and Modelling Group
www.ucc.ie/energypolicy
@james_glynn