A question came up at lunch recently - I don’t think this has been covered previously.
Assumption: A ship is designed for optimum fuel efficiency at a certain cargo load. Say that with a load of 10,000 tons, the ship sits at say, load line of “10” on the hull, and the hull has been designed to consume 5 tons of fuel an hour at constant speed of 20 knots at that load (all numbers totally imaginary).
Will adding or subtracting weight reduce and or improve the fuel efficiency?
Obviously, the intuitive answer, which seems very likely, is that more weight = more power needed to move forward = less fuel efficiency, but an alternative theory is on the table.
It is asserted that adding or subtracting weight will change the measurement of the load line relative to the water surface - thereby REDUCING fuel efficiency either way. IE: Adding weight to the ships cargo will drive the load line lower (say to 8) making the hull less efficient. And conversely, that removing weight would drive the load line higher, say to 12, and still make the hull less efficient. There are obvious theoretical variations, but in the real world, even a zero cargo load leaves the hull partially submerged. And given routine stability requirements, we might leave out scenarios where the total cargo load exceeds the displacement weight of the vessel ( I think this would cause it to sink!)
Given that the ship’s engines must push the hull through the water, and that the hull’s need for power is impacted by need to break water tension, how do changes in weight affect a moving ship?
Any thoughts?