EXAM 1 Flashcards
Defn: The distance from the center of buoyancy (B) to the transverse metacenter (M)
Metacentric Radius (BM)
Defn: The plane defined by the intersection of the ship’s hull with the surface of the water. The enclosed area of the hull at the waterline in square feet.
Waterplane OR Area of the Waterplane (AWP)
Formula: Metacentric radius (BM)
BM = Moment of Inertia / Volume
BM = I / V
A vessel with G below M is said to have what kind of stability?
Positive stability
How is GM found aboard a ship?
By referencing the stability booklet
Defn: A line perpendicular to the keel, passing through the intersection of the stem and the summer load line.
Forward Perpendicular (FP)
A ship with G above M is said to have what kind of stability?
Negative stability
Defn: The point at which all the vertically downward forces of weight are considered to be concentrated; The center of mass of the vessel.
Center of gravity
Defn: The weight that must be loaded to increase (or discharge to decrease) the mean draft by one inch.
Tons per Inch Immersion
Formula: Quarter Mean Draft
M/M/M = Avg Fwd + Avg Aft + (6)Avg Mid
8
Defn: The intersection of a vertical line through B with a line drawn through the keel (K) and the center of gravity (G). The point to which G may rise and the vessel will still have positive stability.
Metacenter (M)
Defn: The height of the center of gravity above the keel
KG
Defn: Transverse stability of a vessel for small angles of inclination (up to 10 degrees)
Initial stability
A ship that has no righting tendency (GZ = 0) i.e. if heeled over from a wave will remain at that angle until it is acted upon by another wave from an opposite side, that vessel is said to have __________ stability.
Neutral stability
Formula: Volume (V)
V = Displ. x 35 ft-t
OR
V = Length x Breadth x Depth = L x B x D
Defn: The vertical distance between G and M. Used as a measure of initial stability, denoted as GM.
Metacentric height (GM)
Defn: The midway point between the forward perpendicular and the after perpendicular.
Midships Point