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Answer :
Final answer:
The carbon dioxide equivalents (CO2e) of the given emissions are as follows:
- 0.93 kg of SF6: 21.204 tonnes CO2e
- 0.93 Mg CH4: 29.76 tonnes CO2e
- 93 kg of N2O: 26.226 tonnes CO2e
- 9.3 tonnes of CO2: 9.3 tonnes CO2e
The emissions are ranked in terms of their global warming potential, with SF6 having the highest CO2e and CO2 having the lowest CO2e.
Explanation:
To calculate the carbon dioxide equivalents (CO2e) of the given emissions, we need to multiply each emission by its respective global warming potential (GWP). The GWP values are determined by scientific consensus and represent the warming potential of each gas compared to carbon dioxide (CO2) over a specific time period.
Given emissions:
- 9.3 tonnes of CO2
- 0.93 Mg CH4
- 93 kg of N2O
- 0.93 kg of SF6
Global Warming Potentials (GWP):
- CO2: GWP = 1
- CH4: GWP = 28-36 (averaged to 32)
- N2O: GWP = 265-298 (averaged to 282)
- SF6: GWP = 22,800
Calculating CO2e:
- CO2e of 9.3 tonnes of CO2 = 9.3 tonnes x 1 = 9.3 tonnes
- CO2e of 0.93 Mg CH4 = 0.93 Mg x 32 = 29.76 tonnes
- CO2e of 93 kg of N2O = 93 kg x 282 = 26.226 tonnes
- CO2e of 0.93 kg of SF6 = 0.93 kg x 22,800 = 21.204 tonnes
Ranking the emissions in terms of their global warming potential:
- 0.93 kg of SF6 (21.204 tonnes CO2e)
- 0.93 Mg CH4 (29.76 tonnes CO2e)
- 93 kg of N2O (26.226 tonnes CO2e)
- .3 tonnes of CO2 (9.3 tonnes CO2e)
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