A ship of 10 000 tonne displacement has its centre of gravity 3 m above the keel. Masses of 2000, 300 and 50 tonne are removed from positions 1.5, 4.5 and 6 m above the keel. Find the new displacement and position of the centre of gravity.
A ship of 10 000 tonne displacement has its centre of gravity 3 m above the keel. Masses of 2000, 300 and 50 tonne are removed from positions 1.5, 4.5 and 6 m above the keel. Find the new displacement and position of the centre of gravity.
Reference: REED'S
NAVAL ARCHITECTURE FOR MARINE ENGINEERS (4th edition), Exercise – 4.6
Solution:
|
Mass (ton) |
KG (m) |
Moment (keel) |
|
10000 |
3 |
30000 |
|
-2000 |
1.5 |
-3000 |
|
-300 |
4.5 |
-1350 |
|
-50 |
6 |
-300 |
|
∑ =
7650 |
|
∑ =
25350 |
New KG = moment/mass
= 25350/7650
= 3.314 m above the keel
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