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)
73
Table3.Theconsequencesontheship
_______________________________________________
LevelDescription
_______________________________________________
1 Nodamageto theshipandstructures
2 Minordamagetotheshipandstructures
3 Damageontheshipandstructures,shiprepair
required
4 Mayordamageontheshipandstructures,ship
repairrequired
5 Thedamageisveryserious,theshipmostly
damaged
_______________________________________________
2.2 FrequencyAnalysis
2.2.1 FrequencyAnalysisofPassing ShipCollidingwith
theWreck
The vessel was sunk on the sea bed in
approximately 70‐80 metres depth of water (sea in
Indonesia) while ships passing to the area
approximately having draught 6.4 metres (biggest
shippassingthe location).Thepossibility
of passing
ships colliding with the wreck is impossible.
Therefore, it is not necessary to conduct a risk
analysis.
2.2.2 FrequencyAnalysisofCollisionbetweenShipwith
Container
Apassing shipwill only collidewith acontainer
from the ship only if the container refloats from its
locationonthe
seabed,oronthewreck.Thecollisions
ilustrationisshowninFigure2.
The likelihood that a container would float free
and up from the wreck of the sunken vessel, is
unlikely(Level1).
All containers within the wreck and within the
location of the wreck site would now be fully
waterlogged (ie filled with water), in the process of
sinking within the seafloor and possibly in the
process ofbreaking upin the process. Thereforewe
canfirmlystate,thatthesunkencontainersfromthe
ship,wouldnotfloatfreeandthuswouldnotbecome
a hazard for shipping, therefore
the frequency
analysis of a collision between ship and container
below,isgenerallyonlyforinformationandguidance
on consequence should a collision had happened at
the time of sinking of the ship with the floating
containersandapassingship.
Figure2. Assumption of a collision between ships with
containers
Basedontheobservationsandsomeshipaccident,
therearesomepartsoftheshipcontainingtrappedair
(bubbles).Theonlylikelywayaircannowbetrapped
inacontainerisifthereisperishablecargowithinthe
container that decomposes, causing carbon dioxide
and other gases to accumulate within
the container.
Theaccumulationofthesegases,whicharelessdense
than seawater, may cause buoyancy if the air is
trappedwithinthecontainer. Itisveryunlikely that
there is any perishable cargo remaining within the
containerstobefurtherdecomposed.
Althoughunlikely,evenifairdidgetreleased
into
a container, it will be released through air vents; it
will not be trapped to the extent that it causes a
containertorefloat. Containersareweathertight,not
watertight, and therefore seawater has already
enteredthecontainersandfloodedthemanditisvery
unlikely that sufficient air can get
trapped within a
containertocauseittofloat.
Furthermore,giventhatthecontainerbindingsare
nickelplated andmuchstrongerthan thecontainers
themselves,itishighlyunlikelythatcorrosionofthe
bindings will be an issue before the containers
themselves corrode. Therefore there is very little
chanceof
thecontaineritselfcorrodingandbreaking
free of its binders and re‐floating. In any event, the
weightofthewaterabovethecontainermakesitvery
unlikelyforitfloatevenifitcorrodedawayfromits
bindings. As the container corrodes, the walls and
sides would collapse before the
container bindings
wouldeffectivelycorrode.Asitcollapses,thereisno
way it would float to the surface, as the container
wouldjustbreakapartandsinkintotheseafloor,ifit
hadnotalreadydoneso.
Thenegligibleriskisdemonstratedbythefactthat
except for containers
that remained afloat
immediately after sinking (and have now been
recovered), there has been no container that has re‐
floatedsincesinkingmorethan10monthsago.
BasedontheregulationofABS(AmericanBureau
of Shipping) and GL (Germanischer Lloyd), a
container must be certified before used to meet the
safety standards. Therefore, to obtain the certificate,
containersshouldperformaseriesoftestsinorderto
match with the classification standard. There are
manytests,buttherearenowatertighttest.However,
there is a weathertight test. Therefore, there are no
watertight containers so that when the container is
submerged in the water, the water will get into the
container.Thereforethecontainercannotfloatdueto
befilledwithseawater.
(1)(4)
In containers the corner post and locking bar,
which are of stronger material than the container
wallsandsides andthuswouldtakea muchlonger
time to corrode. Aluminum corrosion rate is 0.034
mm/year and steel corrosion rate is 0.1 ~ 0.17
mm/year.
So, the frequency of container floats
is unlikely
(Level1)andalmostcertainlythecaseinthisincident.
Therefore, based on the acceptance criteria of the
frequency of container float is currently on Level 1
whichisUnlikely.