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Magnetic field question? |
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| Jun26-12, 03:12 PM | #1 |
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Magnetic field question?
1. The problem statement, all variables and given/known data
The conductive bar CD with a length of 20 cm and resistance R, moves with speed v=5 m/s. The magnetic field is perpendicular with the plan and the induction is B=2 T. The mass of the object in the figure is m=80 grams and g=10 m/ s^2 a) find the direction and the intensity of the induced current that moves in CD b) The resistance of this bar 2. Relevant equations Figure : http://s1171.photobucket.com/albums/...rent=hrtfg.jpg 3. The attempt at a solution I tried using Emf=B*L*v and then I=emf/R but i dont know the R.. I JUST WANT TO KNOW HOW TO RELATE Tension and weight with induction// |
| Jun26-12, 03:27 PM | #2 |
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If the bar is moving at a constant speed this tells you something about the resultant force on the bar?
There is a force due to the weight of the mass and there is a force due to any induced current flowing in the wire CD. |
| Jun26-12, 08:13 PM | #3 |
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Hello Elaia06,
You have to find the induced current first which as truesearch points out bases itself on the fact that the rod is moving at a constant velocity.Tension can be found out basing your derivations on the same fact.Direction of induced current comes out as a result of the same(analyse the forces on the rod and see which direction of current corresponds to equilibrium).Then for resistance you have adequate expressions in your attempt . regards Yukoel |
| Jun27-12, 04:14 AM | #4 |
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Magnetic field question?
Ah, the resultant force is zero.This means the only force acting on the bar is the magnetic force F=B*i*l.
Now we have the Tension= mg-ma but acceleration is zero so we write Magnetic force = Force on the string B*i*l=m*g I know how to solve this now The magnetic force will have the direction <---- based on the figure and the induced current the direction from left to right . IS IT CORRECT NOW? |
| Jun27-12, 04:19 PM | #5 |
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you haven't used v or R
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| Jun28-12, 01:08 AM | #6 |
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after i find I, then I use I=b*L*v/R and so I find R :)
Is it correct in total? |
| Jun28-12, 08:53 AM | #7 |
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yes, that's correct
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| Jun28-12, 12:43 PM | #8 |
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Thank you very much sweetheart! :D
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