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Finding revolutions per minute |
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| Sep16-09, 02:41 PM | #1 |
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Finding revolutions per minute
1. The problem statement, all variables and given/known data
An astronaut is rotated in a centrifuge of radius 4.0 m. 2. Relevant equations v = omega * radius a = v^2/radius 3. The attempt at a solution Ok, so I first found the omega for this acceleration, which came out to be omega = 3.56179 s^-1 then I decided that since the it is revolutions per minute, I multiplied the vaule of omega by 60 seconds, and divided the value by the circumference of the circle. (2*pi*4)/210.107 = .119619 So this answer is completely wrong because it does not make any sense whatsoever |
| Sep16-09, 02:47 PM | #2 |
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You need to know more data to work out the rpm, knowing just the radius of the centrifuge is not enough.
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| Sep16-09, 02:50 PM | #3 |
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This was all that was given to me.
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| Sep16-09, 02:51 PM | #4 |
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Finding revolutions per minute
Omega = 2pi / Time, then you can get the time of one revolution
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| Sep16-09, 02:52 PM | #5 |
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Well rpm for a gven radius can infinetly many values. How did you work out the value of omega?
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| Sep16-09, 03:07 PM | #6 |
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I used a = V^2/r since i have acceleration and r
Once I got the value of V, i substitute it into v = omega * radius and solved for omega. |
| Sep16-09, 03:08 PM | #7 |
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You have forgotten to state the value of a in the question above.
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| Sep16-09, 03:09 PM | #8 |
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Oh ok, well then just use your value of omega in the formula anden gave you. That is the time for 1 revolution.
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| Sep16-09, 03:27 PM | #9 |
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