Understanding Intact & Damage Stability of Ships

The only time a vessel can be assumed to be stationary and in upright position is when it is in dry dock or before it is launched to the sea. Once in the sea, the ship has to sustain different environmental conditions, along with effects of various external and internal changes.

A ship is always acted upon by several forces from factors such as seawater, wind, internal mass weight, free surface effect etc. Thus, it is of utmost importance for a vessel to always remain stable and afloat in all conditions.

A Stable Ship

Ship stability can be defined in simple terms as its characteristics or tendency to return to its original state or upright state, when an external force is applied on or removed from the ship.

A ship is at equilibrium when the weight of the ship acting down through centre of gravity is equal to the up thrust force of water acting through centre of buoyancy and when both of these forces are in same vertical line.

  B is center of buoyancy and G is center of gravity

A ship will come to its upright position or will become stable, when an external force is applied and removed, if the centre of gravity remains in the same position well below metacentric height of the ship. When ship is inclined, centre of buoyancy shifts from B to B1, which creates a movement and the righting lever returns the ship to its original position and makes it stable.

 

 

M is metacenter and GZ is righting lever

A ship is seaworthy if it fulfills two important stability criteria- Intact and Damage stability.

Requirements for Intact and Damage Stability of the Ship

Intact stability

  For a cargo vessel, the intact stability requirements are follows-

  • Initial GM or metacentric height should not be less then 0.15 m.
  • Righting lever GZ should be at least 0.2 m and angle of heel Ѳ ≥ 30̊.
  • Maximum righting lever should occur at heel >30̊ preferably but not less than 25̊.
  • The Area of the GZ curve should be at least:

a)      0.055 m radian up to Ѳ = 30̊

b)      0.090 m radian up to Ѳ = 40̊

c)     0.03 m radian between 30̊ and 40̊ or between 30̊ and angle of down flooding.

The angle of down flooding is an angle at which deck immersion takes place with subsequent water ingress.

Damage Stability

A damage stability criterion varies from ship to ship and the requirement for the same is given in SOLAS chapter II-1. It may be single compartment flooding, multi compartment flooding, engine room flooding etc.

Under all the criteria as applicable, vessel margin line should not be submerged after the damage. Margin line is an imaginary line drawn 75mm below the free board deck.

Intact and damage stability are very important factors that govern the overall stability of the ship.

You may also like to read-What is Anti-Heeling System on Ships?

References:

Book on Naval Architecture by E A Stokoe

Image Credits:

fas, tc.gc, tigris.marin, formsys

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