...
Also, how fast would this thing have to spin to make one-g in those interior environment bays? And how fast would that have those globular docking bays moving at? Would you want to try and dock in that sort of situation?
So glad you asked! I took some quick measurements from the TM and ran them through a calculator linked from Atomic Rockets and came up with the following values. These illustrate another problem with spin gravity: there is a gradient of the force felt as one moves farther from the axis of spin. Assuming my measurements are basically accurate and assuming we're shooting for a target of 1G experienced on the "ground floor" at the center of each bay, then here are the numbers:
Bay Floor (800m from spin axis) = 1G
Outer hull of station (900m from spin axis) = 1.125G
"Top" of docking globes (1000m from spin axis) = 1.25G
"Bottom" of Docks (1300m from spin axis) = 1.625 G
The whole assembly would need to be spinning at a rate of a tiny fraction over one rotation a minute. This would give the docking bay doors a tangential velocity of 138.4 meters per second. In other words, you'd need to fly your possibly crippled ship into a hole just big enough for it that is moving across your axis of flight at nearly 310 mph.
Yeah, I think electrically generated artificial gravity is definitely the way to go here.
--Alex