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Small block on a track - Finding Normal forces and.... |
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| Nov2-11, 01:52 PM | #1 |
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Small block on a track - Finding Normal forces and....
1. The problem statement, all variables and given/known data
Here is the question. Can someone please help, since I missed the section of class that went over this, any my textbook does not cover this well. Look below at question 1, a) and b) ![]() 2. Relevant equations 3. The attempt at a solution |
| Nov2-11, 01:57 PM | #2 |
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Which are the forces at point Q?
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| Nov2-11, 01:59 PM | #3 |
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At point Q - Forces are Gravity down... Does it have tangential and radial?
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| Nov2-11, 02:03 PM | #4 |
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Small block on a track - Finding Normal forces and....
The block is touching the track. Hence besides the weight there is also the ...
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| Nov2-11, 02:04 PM | #5 |
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| Nov2-11, 02:05 PM | #6 |
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Correct.
Now for a mass to perform circular motion, it needs a ... |
| Nov2-11, 02:06 PM | #7 |
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| Nov2-11, 02:09 PM | #8 |
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What do we call this particular force?
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| Nov2-11, 02:10 PM | #9 |
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I am not sure. Momentum force?
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| Nov2-11, 02:12 PM | #10 |
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Any mass performing circular motion needs a force towards the centre of the circle. This particular force is called ...
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| Nov2-11, 02:15 PM | #11 |
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Centripetal Force?
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| Nov2-11, 02:18 PM | #12 |
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CORRECT.
what is the formula for this centripetal force in terms of the speed at Q? |
| Nov2-11, 02:22 PM | #13 |
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? |
| Nov2-11, 02:25 PM | #14 |
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This forum is for helping and not for doing the work for you.
Try looking up 'centripeta force' on internet search engine. That is the way to learn. |
| Nov2-11, 02:27 PM | #15 |
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Did not mean to imply that.
F = MAc = MV^2/r Is that it? what is the c ? |
| Nov2-11, 02:36 PM | #16 |
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It is ok. You are welcome to this forum!
You got the right formula. A - acceleration, c- centripetal. Now try to find the speed at point Q. |
| Nov2-11, 02:39 PM | #17 |
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This is where i have trouble.
When i plug everything in: F = (.100)(2.00)^2 / (.150) I get 2.66 ? |
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