I have no math and I must scream
I'm looking for an idea of what kind of rotation I'd need on a drum with a diameter of about 6 meters to give an object/person on the inside of the drum the feeling of 1/10, 1/3, 1/2, 3/4, 1, and 1.5 g ... is that too hard? Alas, I have no math and I must scream. Said drim to be in a spaceship in orbit, if you care.
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Er, that 1.8 is angular velocity in radians per second, so that's 0.29Hz or just over a revolution every 4 seconds. Still fast.
As a table:
I agree that the 'tidal' forces would be rather high at that radius, even being in bed and raising your head would be rather nausea-inducing at 1G.
Numbers
As you can see a 3 meter diameter barrel has to spin very fast to
create the affect of 1G of acceleration.
And you must also take into consideration the effect below the 'Floor', if there is anything farther from the center of spin than the barrel floor.
stickbreaker
no subject
Flat Bunk?
Stickbreaker.
P.s. since I have already paid for the New Yule book, do I really have to wait for Christmas to get it? ;) This addiction to good story telling is killing me. I can barely survive between my weekly fixes.
Re: Flat Bunk?
Re: Flat Bunk?
Ummm ... yes. Neither of the stories is finished.
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no subject
Which probably raises the issue of why one is laying in such a spinning framework? Perhaps to reduce the effects of prolonged zero-g?
no subject
Give this one up.
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Being in control of the vehicle (and even more one's own body) makes it a lot easier to take the movement. In the case of dancers and skaters they deliberately minimise the effects by facing the head in the same direction for as long as possible (except for people in horror movies human heads don't rotate through complete circles, but dancers etc. simulate it so that it almost looks as though they are doing that). Being able to anticipate the movement, and for it to be easily predictable (when I turn the wheel to the left I feel acceleration to the right, etc.) makes it a lot easier to handle.
If one were only lying in the rotating cylinder and only moving to enter and leave then probably there wouldn't be much problem. However, if one were moving around then the Coriolis effects and the change in acceleration would be hard to accustomise, much like inner-ear disorders (I know people who have learned to live with them but none who have eliminated the reaction to sensations). Especially in such as small and quickly-rotating frame of reference the sensations caused by even a small movement would be more than we would expect to handle.