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Transitioning to Zero Fossil Fuel CO 2 Emissions by 2100 L.D. Danny Harvey Department of Geography University of Toronto Presentation at the Aspen Global Change Workshop Climate Sensitivity on Decadal to Century Timescales: Implications for Civilization 21 May 2012

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Transitioning to Zero Fossil Fuel CO2 Emissions by 2100

L.D. Danny Harvey Department of Geography

University of Toronto

Presentation at the Aspen Global Change Workshop

Climate Sensitivity on Decadal to Century Timescales:

Implications for Civilization

21 May 2012

Outline of this (and Friday’s) talk:

•  Part 1: Assessment of what constitutes ‘catastrophic’ global warming, and what it would take (in terms of reduced CO2 emissions) to have a > 50% chance of avoiding it

•  Part 2: Brief overview of my own scenarios directed at (hopefully) avoiding catastrophic global warming •  Part 3 (on Friday): Changes in thinking that would be

needed to achieve a scenario that eliminates fossil fuel CO2 emissions by the end of this century

Premises (open to discussion and modification):

•  2-3°C global mean warming is flirting with “catastrophic” warming

•  5°C global mean warming is unquestionably catastrophic •  The fast-feedback climate sensitivity is very likely to be

between 2-4°C •  Slow feedbacks could enhance this sensitivity of 25-50% •  Fossil fuel emissions therefore need to be eliminated by

the end of this century to have a better than 50% chance of avoiding catastrophic climatic change

Some highlights concerning impacts not covered (it appears) by people at

this workshop

Estimated impact of changes in climate trends from 1980-2008 on yields of major crops in major regions. In most regions, the decreases due to climatic trends are superimposed on large increases due improved agricultural technology and techniques. The grey bars

show the most likely changes and the horizontal lines indicate the uncertainty of the estimate (i.e., the true changes are thought to lie anywhere within the changes spanned

by the lines)

Source: Lobell et al. (2011, Science, Vol. 333, 616-620)

Changes in US crop yields by 2020-2049 compared to 1960-1989 for 4 different radiative forcing scenarios (B1, B2, A2 and A1, shown in Exhibit 2-19), computed by adding the changes in monthly mean temperature as simulated by the Hadley Centre AOGCM to the distributions of daily temperatures shown in the previous slides (thus, it is assumed that there is no change in the shape of the temperature frequency distribution – all temperatures during a given month in the growing season are shifted by the same amount). Effects of changes in precipitation are also included, but not adaptations or the possible beneficial direct effects of higher CO2 concentration.

Source: Schlenker and Roberts (2009, Proc. Nat. Acad. Sci., Vol. 106, 15594-15598)

Same as in previous slide, except that changes by 2070-2099 are shown.

Adaptation and (for soybeans and cotton) the direct physiological effects of higher

atmospheric CO2 would reduce these losses to some extent)

Source: Schlenker and Roberts (2009, Proc. Nat. Acad. Sci., Vol. 106, 15594-15598)

Projected impacts by mid-century of global warming on African staple crops (excluding adaptation).

Source: Schlenker and Lobell (2010, ERL)

Estimate of the impact on crop production (left) and international prices (right) of the 2030 climate compared to the 1990 climate. Worst case: high climatic change, high crop sensitivity, and low CO2 fertilization benefits. Best case: low climatic change and crop sensitivity, maximal CO2 fertilization benefits.

Source: Hertel et al. (2010, Glob. Env. Change 20, 577-585)

Biosphere model projections of fate of the Amazon rainforest by 2090-2100 under the A2 GHG emission scenario. Shown is the extent of

agreement using the changes in climate simulated by 15 different AOGCMs as input to a the LPJ dynamic vegetation model.

Source: Salazar et al. (2007, Geophys. Res. Lett., Vol. 34, L09708)

Left, distribution of grid cells with different amounts of forest cover in 2050 as simulated by the Hadley Centre AOGCM coupled to the LPJ DGVM for the A2 emission scenario. Right: Fractional forest cover in grid cells if the climate is held at its state in 2050 and the rainforest is allowed to eventually fully respond to the change in

climate.

Source: Jones et al. (2009, Nature Geoscience, Vol 2., 484-487)

Comparison of the actual Amazonian forest cover (“realized”) at various times in the future in a global warming simulation, and the fractional cover that would eventually remain (“committed”) if the

warming at the time in question were to persist.

Source: Jones et al. (2009, Nature Geoscience, Vol 2., 484-487)

Same data as shown in previous slide, but in terms of realized and committed dieback as a function of the realized temperature change.

Source: Jones et al. (2009, Nature Geoscience, Vol 2., 484-487)

Distribution of maximum wetbulb temperature (Tw) that occurred at any time during the decade 1999-2008. The warmest Tw to have occurred

anywhere is about 30oC.

Source: Sherwood and Huber (2010, Proc. Nat. Acad. Sci., Vol. 107, 9552-9555)

Maximum annual Tw as simulated by an AGCM-ML ocean model after the global mean temperature has warmed by 10oC relative to

1999-2008.

Source: Sherwood and Huber (2010, Proc. Nat. Acad. Sci., Vol. 107, 9552-9555)

Summary of recent estimates of the magnitude of the fast-feedback climate sensitivity

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AML simulations

AOGCM simulations

Historical surface and ocean T trends

Seasonal cycle

Volcanic eruptions

Volcanic eruptions

Recent aerosol decline

Last Glacial Maximum and Late Cretaceous

No aerosols, historical or LGM

Pliocene CO2 vs Temperature*

Simulation of Phanerozoic CO2 variation*

Simulating PETM peak T and C-isotopes*

Climate Sensitivity (K)

?

Williams et al (2008)

Williams et al (2008)

Forest et al (2008)

Knutti et al (2006)

Wigley et al (2005)

Bender et al (2010)

Chylek et al (2007)

Hoffert and Covey (1992)

See text

Pagani et al (2010)

Park and Royer (2011)

Pagani et al (2006)

Methods marked with an asterisk include the effect of changes in vegetation distribution and the full response of ice sheets, but do not include the effect of positive climate carbon cycle feedbacks as the GHG concentrations are taken as a given in computing the climate sensitivity.

Source: Harvey (2012, Fast and Slow Feedbacks in Future Climates, in Future of the World’s Climate)

The annual CO2 airborne fraction (ratio of annual atmospheric increase to annual human emission) has been increasing, and is expected to continue to increase as the cumulative emission grows, even in the absence of climate-C cycle feedbacks

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Effect of eruption ofMt. Pinatubo

1998 El Nino

2003HeatWave

In-your-head climate projection, grounded in observations

•  BAU cumulative fossil fuel emissions of 2000 GtC (most would say 5000 GtC is possible)

•  Average airborne fraction of 0.6 •  Peak atmospheric increase is thus 1200 GtC or 600 ppmv •  This give a peak concentration of ~ 900 ppmv. •  With irreducible increases in other GHGs, this is the equivalent of a

CO2 quadrupling compared to pre-industrial (which was 280 ppmv) •  For a climate sensitivity of 1.5-4.5ºC, this gives an expected

equilibrium warming of 3-9ºC •  Peak warming could be reduced by 10-20% as the CO2

concentration begins to fall, due to the lag in the full climate response

•  HOWEVER – the above does not include all the potential additional CO2 from positive climate-C cycle feedbacks, nor potential feedbacks involving climate and methane

Scenarios that eliminate global fossil fuel emissions before 2100

Original Kaya Identity: Emission = Population x GDP/P x Energy Intensity (MJ/$) x C intensity (kgC/MJ)

Modified Kaya Identity: Emission = Population x Σ(Activity(GDP/P) x Energy/Activity x C intensity )

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Global Results: Population and GDP/P

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Global Results: GDP and rate of growth in GDP/P

Increasing income is used in a logistic function, calibrated to each socio-economic region in the

model, to drive increasing residential and commercial floor area per capita, increasing total

distance travelled per year per capita, and shifts in the proportion of total travel by light duty vehicles

(LDVs – cars and light trucks) and by air

Illustration of saturation of activity with increasing income, but at different levels in different regions

Energy Intensity Assumptions •  Energy performance of new buildings improved by a factor of

~ 4 by 2020 (fast) or 2050 (slow) compared to the performance of recent new buildings

•  Retrofits of existing buildings eventually achieve factor of ~ 2-3 reduction in energy use •  Complete retrofit or replacement of the entire building stock by

2050 and again by 2100 •  Close to maximum currently feasible improvements in

transportation vehicle efficiencies for new vehicles by 2025 or 2035 (this is a factor of 2-3 reduction for a given drive train), and slower improvements thereafter

•  Change in modal split (i.e., LDVs to rail) and shift to more energy efficient vehicles in the LDV fraction

•  Maximum currently known potential to reduce industrial energy intensities by 2050 + reach 90% recycling of materials by the time the economy reaches a steady state (end of century)

Net Result, Low GDP Scenario:

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GlobalSecondaryEnergyUse(EJ/yr)

Fuels, slowFuels, slow+shiftFuels, fast+shiftFuels, fast+green+shiftElectricity, slowElectricity, slow+shiftElectricity, fast+shift

Net Result, High GDP Scenario:

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Decomposition of the transition, BAU to zero CO2 emissions in

the transportation sector

Argonne National Lab 2011 study, potential improvements in the fuel economy for compact cars (adjusted from standardized tests to reflect real-world driving

conditions, including aggressive driving behaviour)

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Argonne National Lab study, fuel and electricity energy intensity for compact cars

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Argonne National Lab study, fuel energy intensity for different vehicle market segments

Technical scenario

•  Transition from current to Argonne energy intensities for new vehicles between 2015-2035 or 2015-2045

•  Further improvement at 0.5%/yr thereafter •  Transition from conventional to PHEV40 drive

train over the same time period •  Shift entirely away from pickup trucks and partly

away from SUVs to more efficient vehicles

Resulting global fleet average energy intensity:

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Market shares of the rapidly declining fuel demand

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Global fossil fuel use by LDVs, Low GDP scenario

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Reductions in global biofuel use by LDVs, Low GDP scenario

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The Brazilian cerrado, potential land for soybean and sugarcane cultivation and home to > 900 species of birds and 300 species of

mammals, many threatened with extinction

Source: (C) by Luiz Claudio Marigo/naturepl.com

Supply Options, Approach: •  Postulate buildup to enough C-free energy sources to

completely displace all fossil fuels by 2100 for each demand scenario

•  Consider biomass-intensive and hydrogen intensive supply scenarios

•  In the hydrogen-intensive scenario, hydrogen is used in place of biofuels for transportation and industrial uses

•  Hydrogen is assumed to be produced by electrolysis of water using C-free electricity sources, and so accounts for about half of the total electricity demand in the

H2-intensive scenarios •  Deduce the consequences (in terms of material, energy,

and financial flows, and land area requirements), of the postulated buildup of C-free energy supply

•  Evaluate feasibility of the deduced consequences

Electricity Supply Assumptions for the H2-Intensive Scenarios

•  Wind – 1500 GW (low GDP) or 3000 GW (high GDP), vs ______239 GW by 2011

•  Solar PV – 2000 GW or 4000 GW (vs 40 GW by 2011) •  Concentrating solar thermal power – 4500 GW or 9000

___GW (vs 1.2 GW by 2010 but posed for rapid growth) •  Biomass – 500 GW or 1000 GW (vs 62 GW in 2010) •  Geothermal – 300 GW or 600 GW (vs 11 GW in 2010) •  Hydro – increases from 1010 GW in 2010 to 1200 GW in

_______either scenario •  No Carbon Capture and Storage •  Phase-out of nuclear power (currently at 381 GW)

The total C-free electricity supply in 2100 is thus 11,000 GW for the Low GDP scenario, and 20,800 GW for the High GDP scenario, compared to a total global electricity generating capacity of about 4800 GW in 2010. That is, the C-free electricity capacity required by 2100 is 2-4 times total current electricity capacity

From C. Macilwain (2010, ‘Supergrid’, Nature 468, 624-625)

Figure 2.35a Parabolic Trough Thermal Electricity, Kramer Junction, California

Figure 2.35b Parabolic Trough Thermal Electricity, Kramer Junction, California

Figure 2.35c Close-up of parabolic trough

Molten salt storage tanks at Andasol-1, Spain

Source: Garvin Heath (2009, LCA of Parabolic Trough CSP….), www.nrel.gov/docs/fy09osti/46875.pdf

Figure 12.1c Minimum of CSTP and wind electricity cost (cents/kWh) (excluding transmission cost)

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Figure 3.33 Transmission corridors transmitting 10 GW of electric power

Source: GAC (2006, Trans-Mediterranean Interconnection for Concentrating Solar Power, Final Report, GAC, www.dlr.de/tt/trans-csp)

Recent Growth in Global Wind Capacity

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Spatial pattern of the change in NPP over the period 2000-2009 based on the linear trend of satellite-based estimates.

Source: Zhao and Running (2010, Science, Vol. 329, 940-943)

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