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244 Third IMO GHG Study 2014<br />

Figure 31: Uncertainty around the annual emissions (x-axis is ‘00,000 tonnes of CO 2 ;<br />

y-axis is frequency) from a Monte Carlo simulation of an “average”<br />

Panamax bulk carrier (60,000–99,999 dwt capacity) in 2012<br />

Uncertainty in the aggregation of a fleet of ships’ emissions<br />

Activity for ships that are in service but not observed in AIS is imputed. Epistemic and aleatory uncertainty<br />

is introduced because the observed activity is propagated to the ships where imputed activity is used. The<br />

assumptions used to estimate the influence of the uncertainty associated with the imputed fleet, in combination<br />

with the uncertainty of the observed fleet, are listed in Table 20.<br />

Table 20 – Estimated parameters for the uncertainty in the inputs<br />

to the annual emissions calculation<br />

Per annum per ship Input parameter Mean Standard deviation<br />

A ship observed in AIS CO 2 emissions per year Read in from the per-year uncertainty analysis<br />

A ship not observed in AIS<br />

but identified as in service<br />

Characteristics of an individual ship’s fuel consumption are<br />

simulated from the distribution of the CO 2 emissions of the<br />

observed fleet of the same ship type and size<br />

The number of in-service ships is simulated as a uniform<br />

distribution with a minimum value of zero (i.e. none of the<br />

ships defined in IHSF as in service but not observed in AIS is<br />

active), with the maximum given by the difference between<br />

the size of the IHSF in-service fleet and the number of ships<br />

observed on AIS in that type and size category<br />

Results<br />

Results are first calculated for each of the ship type and size categories and then aggregated to total uncertainty<br />

characterizations for international shipping and for total shipping. The upper and lower bounds applied to the<br />

Figures in Section 1.5.2 are obtained as the maximum and minimum values obtained from the Monte Carlo<br />

simulation. The statistics of the outputs to that simulation can also be approximated as normal distributions<br />

(similar to the uncertainties in the hourly aggregations), and Table 21 lists these for each of the ship type<br />

and size categories. The variation in uncertainty between ship types and sizes can be seen, with the lowest

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