Mass = Volume x Density
The effect on box-shaped vessels
New Volume = Old density or New draft = Old density
Old Volume New density Old draft New density
sample 1:
A box-shaped vessel floats at mean draft of 2.1 metres, in dock water of density 1020 kg/m3. Find the mean draft for tha same mass displacement in salt water of density 1025 kg/m3.
answer: New draft = 2.09 metres (you can try the above formula)
sample 2:
A box-shaped vessel float upright on an even keel as shown in fresh water of density 1000 kg/m3 and the CoB is 0.50 m above the keel. Find the height of the CoB above the keel when the vessel is floating in salt water of density 1025 kg/m3.
CoB of Box shaped vessel : KB = 0.5 draft
Answer:
In fresh water: KB=0.5m and since KB = 0.5draft, then draft = 1 m
In salt water : New draft = Old draft x (Old density / New density)
= 1 x 1000/1025
= 0.976 m
New KB = 0.5 new draft
= 0.488 ~0.49 m
The effect on box-shaped vessels
New displacement = Old Displacement
New volume x New density = Old volume x Old density
New volume = Old density
Old volume New density
FWA (Fresh Water Allowance) = number of millimeters by which the mean draft changes when a ship passes from salt water to fresh water or vice versa, whilst floating at the loaded draft.
FWA (in mm) = Displacement (W in tonnes) / (4 x TPC)
Dock Water Allowance = FWA (1025 - density of Dock Water) /25
sample 3:A ship is loading in dock water of density 1010 kg/m3 FWA=150 mm. Find the change in draft on entering salt water.
answer:
Let x = the change in draft in mm, then:
x / FWA = (1025 - 1010) / 25
x = 150 x (15/25)
x = 90 mm
Draft will decrease by 90 mm, i.e. 9 cm
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