Star Wars Ship Densities: Sinking Ships
Posted: Sat May 24, 2014 10:19 pm
This could go in Other Websites, since it was inspired by my peeking at Vince's page about Star Wars starship densities where he uses my volume figures without attribution and tries to claim that Star Destroyers are 25 times more dense than water, but I think it belongs here . . . I'm just not converting the entire thing over to the phpBB format.
http://dsg2k.blogspot.com/2014/05/sinking-ships.html
To summarize, the velocity of an engine sinking on Mon Calamari in "Gungan Attack"[TCW4] pegs Star Wars vessel densities as topping out somewhere in the neighborhood of water's density, and they could very well be less. 750kg/m^3 is safe enough to use as a single figure, though 1000 might get less argument from some quarters. 25,000 is right out.
To give it as a shorter version, you can calculate terminal velocity even in water by solving for the square root of ((2*m*g)/(ρ*A*C)) provided you correct for buoyancy . . . but we had the velocity. And, since we know some things about the size of the engine and could guess at a drag coefficient, gravity, and the density of the Mon Calamari ocean, we could then get the mass.
Since we had the mass and know the approximate volume of the engine, we have density.
There is one small problem in that the final scene of the engine parts hitting bottom shows them going five times faster than they were previously, but this is explainable as fast-motion (i.e. the opposite of slow-motion). After all, there's no way the folks could've been hanging on to the engine if it were going that fast the whole time or accelerating to that speed, because the final speed shown would've required that Senator Padme Amidala be strong enough to hold 120 people who are hanging on to her while she hangs on to a rail with her hands.
So, amusingly enough, the canon came back and reinforced my old guess on the Volumetrics page where I had it at 500 to 1000 kg/m^3, which makes so much sense given hydrofoamed permacrete and other weight-saving measures known to exist in Star Wars Awesome.
http://dsg2k.blogspot.com/2014/05/sinking-ships.html
To summarize, the velocity of an engine sinking on Mon Calamari in "Gungan Attack"[TCW4] pegs Star Wars vessel densities as topping out somewhere in the neighborhood of water's density, and they could very well be less. 750kg/m^3 is safe enough to use as a single figure, though 1000 might get less argument from some quarters. 25,000 is right out.
To give it as a shorter version, you can calculate terminal velocity even in water by solving for the square root of ((2*m*g)/(ρ*A*C)) provided you correct for buoyancy . . . but we had the velocity. And, since we know some things about the size of the engine and could guess at a drag coefficient, gravity, and the density of the Mon Calamari ocean, we could then get the mass.
Since we had the mass and know the approximate volume of the engine, we have density.
There is one small problem in that the final scene of the engine parts hitting bottom shows them going five times faster than they were previously, but this is explainable as fast-motion (i.e. the opposite of slow-motion). After all, there's no way the folks could've been hanging on to the engine if it were going that fast the whole time or accelerating to that speed, because the final speed shown would've required that Senator Padme Amidala be strong enough to hold 120 people who are hanging on to her while she hangs on to a rail with her hands.
So, amusingly enough, the canon came back and reinforced my old guess on the Volumetrics page where I had it at 500 to 1000 kg/m^3, which makes so much sense given hydrofoamed permacrete and other weight-saving measures known to exist in Star Wars Awesome.

