Climate Change and Tourism - UNEP - Division of Technology ...
Climate Change and Tourism - UNEP - Division of Technology ...
Climate Change and Tourism - UNEP - Division of Technology ...
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UNWTO, 9 July 2008<br />
Emission Calcultations<br />
Table A2.3 Distance factor <strong>and</strong> final operational emission factor for the different air transport<br />
markets<br />
Market Average one-way<br />
(km)<br />
Distance factor<br />
(–)<br />
Emission factor (ISA,<br />
plus wind) (kg/pkm)<br />
Same day 600 1.50 0.177<br />
Domestic 1396 1.17 0.138<br />
Intra-regional 1938 1.06 0.125<br />
Inter-regional 7006 1.05 0.124<br />
International 3801 n/a 0.124<br />
However, there is another effect we should reckon with: the relation between distance flown <strong>and</strong><br />
emission factor is not linear. That means that if for a market the average distance is used, the deviation<br />
<strong>of</strong> the emission factor, at for example 30% lower than the average, is larger than the deviation <strong>of</strong> the<br />
emission factor at 30% above the average distance. Therefore, the operational average emission factor<br />
will be a bit higher. Furthermore, we know the overall emissions (515 Mt) <strong>and</strong> distance by air (3,984<br />
billion pkm), <strong>and</strong> thus the average emission factor (0.129 kg/pkm). As the initial emission factors – found<br />
with the data given above – was a bit too low, we calculated a correction factor that thus also accounts<br />
for the nonlinearity <strong>and</strong> for the impact that part <strong>of</strong> the flights consist <strong>of</strong> more legs with shorter average<br />
distances, <strong>and</strong> thus generally higher emission factors. This factor was found to be 1.013. Table A2.3 <strong>and</strong><br />
Figure A2.1 give the final results.<br />
Figure A2.1 Emission factors as function <strong>of</strong> average one-way distance<br />
Emission factor (kg/pkm; ISA, wind correction)<br />
0,25<br />
0,20<br />
0,15<br />
0,10<br />
0,05<br />
Source: Peeters, P. et al. (2007a)<br />
0<br />
0 1,000 2,000 3,000 4,000 5,000 6,000 7,000 8,000<br />
One way distance (km)<br />
Data fitted Data Peeters et al. (2007)<br />
Current radiative forcing data are based on all aviation emissions, including military emissions, which<br />
thus need to be deducted from the total. Linearly interpolated from Penner et al. (1999: table 9.4) 757 ,<br />
the share <strong>of</strong> military fuel consumption was 12.2% in 2005. However, for non-CO 2 RF only part <strong>of</strong> the<br />
impact <strong>of</strong> high altitude cruise flight is relevant because military flights usually take place at low altitudes.<br />
As the RFI is 1.9 758 for all aviation, the military correction factor will be ((1.0 – 0.122) + 0.9)/1.9=0.93.<br />
The share <strong>of</strong> tourism aviation <strong>of</strong> all aviation CO 2 emissions would consequently be 73%.<br />
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