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Assessing Temporary Carbon Storage in Life Cycle Assessment and ...

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elative importance of different GHGs <strong>and</strong> due to the various value-judgements there will not be a<br />

perfect metric, imply<strong>in</strong>g that every metric will require some sacrifices.<br />

The value judgements that are <strong>in</strong>herent <strong>in</strong> metrics imply that the future development <strong>and</strong> analysis of<br />

metrics requires <strong>in</strong>put from a variety of discipl<strong>in</strong>es [2]; such as the natural sciences, economics, <strong>and</strong><br />

political scientists. The natural sciences can use metrics to quantify the relative weights between the<br />

different GHGs, <strong>and</strong> how realistic those weights are to the physical realities of the climate system.<br />

Economists can quantify how different metrics impact on economic efficiency <strong>and</strong> distribution of costs<br />

between countries <strong>and</strong> sectors. Political scientists can assess the political feasibility of metrics. By<br />

work<strong>in</strong>g together, new metrics may be designed which come closer to strik<strong>in</strong>g a balance between<br />

compet<strong>in</strong>g issues. Importantly, an <strong>in</strong>terdiscipl<strong>in</strong>ary approach to metrics may re<strong>in</strong>vigorate debate <strong>in</strong>to<br />

metric design which will ultimately lead to a better policy outcome.<br />

1. Economic <strong>and</strong> policy framework<br />

2. Economic <strong>and</strong> policy framework<br />

Cost‐effectiveness approach (UNFCCC)<br />

a)<br />

Cost‐benefit approach<br />

3. Time considerations<br />

Fixed time horizon<br />

20 years (IPCC)<br />

100 years (IPCC)<br />

a)<br />

500 years (IPCC)<br />

Any other period<br />

Time‐dependent horizon<br />

b) Discount<strong>in</strong>g<br />

c) Post‐horizon effects<br />

4. Indicator of climate effects<br />

Radiative forc<strong>in</strong>g<br />

Temperature change<br />

a)<br />

Sea level rise<br />

Damage<br />

End‐po<strong>in</strong>t<br />

b)<br />

Integrated<br />

Level of change<br />

c)<br />

Rate of change<br />

5. Other Assumptions<br />

Pulse emissions<br />

a)<br />

Susta<strong>in</strong>ed emissions<br />

Emissions scenarios<br />

Emissions of 1kg<br />

b)<br />

Emissions of a larger magnitude<br />

Constant background<br />

c)<br />

Transient background (emissions scenarios)<br />

Global response<br />

d)<br />

Regional response<br />

Po<strong>in</strong>t estimate<br />

e)<br />

Uncerta<strong>in</strong>ty<br />

6. Issues to consider<br />

• Forc<strong>in</strong>g relationship (l<strong>in</strong>ear/non‐l<strong>in</strong>ear)<br />

• IRF specification (l<strong>in</strong>ear/non‐l<strong>in</strong>ear)<br />

a)<br />

• Experimental setup<br />

• Model specification<br />

35

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