Question 2152Deck Safety70% to pass
In small angle stability theory, the metacenter is located at the intersection of the inclined vertical centerline and a vertical line through _______________.
AI Explanation
The correct answer is D) B.
In small angle stability theory, the metacenter is located at the intersection of the inclined vertical centerline and a vertical line through the buoyancy center (B). The metacenter is a critical point that determines the stability characteristics of a vessel. It is the point where the buoyant force acts when the vessel is inclined, and its position relative to the center of gravity (G) determines the vessel's stability.
The other options are incorrect because:
A) G - The center of gravity (G) is not the point where the vertical line intersects the inclined centerline.
C) F - The center of flotation (F) is not the point of intersection.
Related Questions
#2150 When the height of the metacenter is less than the height of the center of gravity, a vessel has which type of stability? #2151 When the height of the metacenter is greater than the height of the center of gravity, the upright equilibrium position is stable and stability is _______________.#2153 At all angles of inclination, the metacenter is _______________.#2154 Metacentric height is an indication of a vessel's stability _______________.#2155 What is the stability term for the distance from the center of gravity (G) to the Metacenter (M), when small-angle stability applies?