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)
551
Table 7 summaries the emissions at berth and
during manoeuvring in 2021 and 2022. At berth, all
theemissions,haveincreasedduetolongerduration
of port stay. Because the number of vessels has
decreasedin2022,theemissionduringmanoeuvrings
hasslightlydecreasedin2022,comparedwith2021.
Table8.Totalemissionsbyvehicles(2021&2022)(t)
________________________________________________
Year Noof CO2 NOxSOxCOHCPM
vehicles
________________________________________________
2021 158530 1344.33 4.20 0.01 0.21 0.03 0.04
2022 206161 1748.25 5.46 0.01 0.27 0.04 0.05
________________________________________________
Total 364691 3092.58 9.66 0.02 0.47 0.07 0.09
________________________________________________
Thenumberofvehiclesincreasedby30%in2022,
thereforeallemissionsquantitieshaveincreased,with
CO
2havingthemostsignificantimpact.
Figure8.TotalCO2emissionsbyvehicles2021and2022(t)
4 CONCLUSIONS
Thecasestudyofthisresearchwasfocusedmainlyon
the analysis of the pollution risk generated by the
emissionscausedbythevesselscallingthecontainer
terminalCSCT,locatedinConstantaharbor,Romania,
andemissions generatedby the vehiclestravelingin
theterminal.
Thefocusofthestudy
triestodetermineifthereis
a correlation between high‐risk events (such as the
war in Ukraine) and the risk of higher pollution in
portareassuchasConstanța,oncethemaincontainer
traffichasbeendirectedtootherportsintheBlackSea
area,Constanțabeing
onelargestportinthisarea.
The information gathered to achieve the main
objective of this study has been available from the
official reports of CSCT keeping in mind the main
containervessels,with 443 container vessels’callsin
CSCTin2021,and406containervessels’callsatthis
terminal in
2022. Even if the number of vessels has
decreased official numbers show that the TEU
numberhandledintheoverallConstanțaharborhas
increased. It is important to mention that occupies
only a small part of this port, the CSCT terminal
consistsofonlyfiveberths,fromNo.121
toNo.125.
As presented, certain categories of ships had a
moreintensepresenceintheharborin2022,whichis
whythenumberofcallshasincreasedalongwiththe
totaldurationofportstay.Asestimatedfromthestart
alllevelsofpollutionhaveincreased,withthelevelof
CO2 increasing from 11072.7tons in 2021 to 11915.7
tonsin2022.TheNOxemissionshaveasimilartrend,
as well as the other emission level measured and
calculated.
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