I tried both vertical & horizontal, reasoning that weight to surface area applied, horizontal would best represent a boat hull. The results were nearly identical, adding water ballast to the level where the bottle floated when empty, approx. half it's volume, the bottle floated lower - significantly (it sank)! Predictable, considering the weight of the glass bottle.
Comparing the glass bottle results (sinks) to the results of the same size plastic water bottle (floats same) & to the Mac (marginal difference), I reason that a necessary variable to consider is the weight of the hull material to the volume it is displacing.
After all this talk, I forget what it is that we are testing for!!
The effect may be the same, but I disagree with the reasoning, that the empty ballast tank is adding flotation to the hull. It is more that the configuration of the hull, in the water that it is displacing, is allowing it to float.The ballast tank of your Mac is in the very bottom of the hull. When it is empty it is occupied by air, so its volume is added to the flotation of the hull - but the weight of the boat forces the hull deep enough that its "empty volume" is partially below the waterline. When you fill the ballast tank, its volume is no longer helping to float the boat, so the hull is pushed down deeper...
Consider a simple open steel hull...a hole in the water surrounded by steel... You say that the air in and above the hull is giving it flotation. Now take that same steel hull, flatten it out, and put it in the water. Does the air above it, acting upon the same surface area, aid in it's flotation? No... it sinks!
