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angular velocity of midpoint |
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| Jan23-06, 04:08 PM | #1 |
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angular velocity of midpoint
does anybody knows how to find the angular velocity of the midpoint of a bar??
pls help......... |
| Jan23-06, 04:40 PM | #2 |
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I think you're going to have to provide additional information...
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| Jan23-06, 04:43 PM | #3 |
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no,let say the angular velocity of a bar is given but what is the angular velocity of the midpoint of the bar itself
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| Jan23-06, 04:53 PM | #4 |
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angular velocity of midpoint
i would say that the midpoint has the same angular velocity.
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| Jan23-06, 04:55 PM | #5 |
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A single point can't have angular velocity about itself, can it? (assuming the "midpoint" is also the pivot point)
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| Jan23-06, 04:56 PM | #6 |
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I do believe that for a rigid body, the angulare velocity is the same for all points on the body.
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| Jan23-06, 05:05 PM | #7 |
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But the center point is not moving, so it has no angular velocity. I guess it doen't really matter since the point has no mass.
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| Jan23-06, 05:08 PM | #8 |
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I think that the axis, which runs through the point of rotation, will be rotating, although since r = o, it will have no tangential velocity.
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| Jan23-06, 05:13 PM | #9 |
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actually, the center point is moving. it just happens to be spinning in the same place.
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| Jan23-06, 05:15 PM | #10 |
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the centre point moves
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| Jan23-06, 05:16 PM | #11 |
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A point can't "spin." A very, very small object can, but not a point.
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| Jan23-06, 05:26 PM | #12 |
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| Jan23-06, 05:35 PM | #13 |
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this is a stupid argument
i thought id enter it, but... nah... |
| Jan23-06, 05:37 PM | #14 |
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i agree... i think i'll stop now.
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