The density of a steel anchor is 4205 kg/cu.m that is attached to a cylinder with 0.60m diameter, height of 1.2m, and with a mass of 34kg that floats in water with its axis vertical(upright). The steel anchor is attached to the cylinder which causes it to be submerged to a depth of "h" meters and remain in equilibrium position. a) Determine the equation based on the relationship between the weight of the anchor, "Wa" and the submerged depth "h". b) What is the required weight of the anchor that will submerge the cylinder to half of its length in Newton? c) What will be the maximum possible anchor weight which will keep the cylinder afloat in kg?
The density of a steel anchor is 4205 kg/cu.m that is attached to a cylinder with 0.60m diameter, height of 1.2m, and with a mass of 34kg that floats in water with its axis vertical(upright). The steel anchor is attached to the cylinder which causes it to be submerged to a depth of "h" meters and remain in equilibrium position. a) Determine the equation based on the relationship between the weight of the anchor, "Wa" and the submerged depth "h". b) What is the required weight of the anchor that will submerge the cylinder to half of its length in Newton? c) What will be the maximum possible anchor weight which will keep the cylinder afloat in kg?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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The density of a steel anchor is 4205 kg/cu.m that is attached to a cylinder with 0.60m diameter, height of 1.2m, and with a mass of 34kg that floats in water with its axis vertical(upright). The steel anchor is attached to the cylinder which causes it to be submerged to a depth of "h" meters and remain in equilibrium position.
a) Determine the equation based on the relationship between the weight of the anchor, "Wa" and the submerged depth "h".
b) What is the required weight of the anchor that will submerge the cylinder to half of its length in Newton?
c) What will be the maximum possible anchor weight which will keep the cylinder afloat in kg?
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