The following data are available from the hydrostatic curve of a vessel.
Draught (m) | KB (m) | KM(m) | I (m4) |
4.9 | 2.49 | 10.73 | 65.25 |
5.2 | 2.61 | 10.79 | 68.86 |
Calculate the TPC at a draught of 5.05 m.
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Solution
We know that TPC = (Area of water plane / 100) x Density of water
So first we need to find volume of displacement at 5.2 m draught
We know that BM = I / Vol. of displacement
BM = I / ▽
▽ = I / BM
= 65.25 / 8.24 (BM = KM - KB)
= 7918 at 5.2 m draught
volume of displacement at 4.9 m draught
We know that BM = I / Vol. of displacement
BM = I / ▽
▽ = I / BM
= 68.86 / 8.18 (BM = KM - KB)
= 8418 at 4.9 m draught
Difference in vol of displacement = 8418 - 7918
= 500
Difference in draught = 5.2 - 4.9
= 0.3
Area of water plane = Diff in vol of displacement / Difference in draught
= 500 / 0.3
= 1666.67 m2
TPC = (1666.67 / 100) x 1.025
= 17.08
question-
ReplyDeletehow
(volume of displacement)at draught 5.2=68.86 / 8.18= 8.418 became 8418.09
(volume of displacement)at draught 4.9= 65.25 / 8.24= 7.918 became 7918
correction to be made:-
volume of displacement 7918 is at at 4.9m draught
volume of displacement 8418 is at at 5.2m draught
Please reply on above
ReplyDeleteit seems some corrections are to be made
ReplyDelete