I know this is a tricky question, so let me try to make the parameters really simple.
Assume you have two hulls which are completely rectangular, are both solid foam, of the same density, with no fiberglass, the same height, shape, width, and the only variance is length.
Assume that hull A is 20 ft LOA, 4 ft beam, weighs 100 pounds, and displaces 40cubic feet of water.
Assume that hull B is 40 ft LOA, 4 ft beam, weighs 200 pounds, and displaces 80 cubic feet of water.
Would hull B need twice as much energy to get it moving at the same speed as hull A?
Is the amount of energy required to accelerate the hull to a given speed linear to either the displacement, surface drag or length of the hull?
Thanks!
Assume you have two hulls which are completely rectangular, are both solid foam, of the same density, with no fiberglass, the same height, shape, width, and the only variance is length.
Assume that hull A is 20 ft LOA, 4 ft beam, weighs 100 pounds, and displaces 40cubic feet of water.
Assume that hull B is 40 ft LOA, 4 ft beam, weighs 200 pounds, and displaces 80 cubic feet of water.
Would hull B need twice as much energy to get it moving at the same speed as hull A?
Is the amount of energy required to accelerate the hull to a given speed linear to either the displacement, surface drag or length of the hull?
Thanks!