Three buoys weighted such that they float at mid level are connected in a line by structural torque arms. The only pivot point is at the center buoy (the outer two buoys are rigidly connected to the ends of the torque arms). When a wave passes the two outer buoys are forced upward (wave peaks) while at the same time the center buoy is forced downward by gravity/weight (wave trough). Givens: Force F = weight in an outer buoy = 1/2 total available buoyancy of an outer buoy. The center buoy is bigger (has 2F).
What is the total torque acting at the center hinge? Please neglect the fact the torques act in opposite directions. Is it 2 x F x torque arm distance?...or is it 1 x F x torque arm distance?
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