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For the rotational stability of a completely submerged body
- a)M is above G
- b)M is below G
- c)B is above G
- d)B is below G
Correct answer is option 'C'. Can you explain this answer?
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For the rotational stability of a completely submerged bodya)M is abov...
Concept:
Condition of stable equilibrium for a submerged body in terms of center of buoyancy and the center of gravity:
Condition of stable equilibrium for a submerged body in terms of center of buoyancy and the center of gravity:
- Stable equilibrium: If its center of gravity is directly below the center of buoyancy
- Neutral equilibrium: If its center of gravity is coincident with the center of buoyancy
- Unstable equilibrium: If its center of gravity is directly above the center of buoyancy
Condition of stable equilibrium for a floating body in terms of metacentric height (GM) as follows:
- Stable equilibrium: GM > 0 (M is above G) i.e. Metacentric height is positive.
- Neutral equilibrium : GM = 0 (M coinciding with G)
- Unstable equilibrium : GM < 0 (M is below G)
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For the rotational stability of a completely submerged bodya)M is above Gb)M is below Gc)B is above Gd)B is below GCorrect answer is option 'C'. Can you explain this answer?
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