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charges in conductor and insulator |
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| Aug28-07, 08:22 AM | #1 |
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charges in conductor and insulator
by definition, a charge cannot move inside an insulator
and by a similar definition, a charge can move inside a conductor. so, I don't understand how do we could charge an insulator, the charge cannot move, or there is something that i missed? |
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| Aug28-07, 09:05 AM | #2 |
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| Aug28-07, 09:32 AM | #3 |
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I am thinking that if i take or add charges from an insulator, which is most probably done at a section of the surface, the charge have to move to the insulator, along the surface and spread themselves. and the same will apply for removing the charges. they have to move, dont they?
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| Aug28-07, 09:36 AM | #4 |
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Recognitions:
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charges in conductor and insulator
Charges do move in an insulator - just more slowly than a conductor.
Like most things these labels are just extremes, there is a continuous scale between very good conductors and very good insulators. Charges can move in all of them just more easily in good conductors. |
| Aug28-07, 09:44 AM | #5 |
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that way, could i conclude that in electro static, an insulator behave in a same way as a conductor?
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| Aug28-07, 10:01 AM | #6 |
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Recognitions:
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If you rub an insulator you will build up a surface charge, this will slowly leak through the insulator and away to whatever the insulator is fixed to.
If you rub a conductor you will very briefly create a surface charge before it is dissapated through the rest of the conductor. |
| Aug28-07, 12:19 PM | #7 |
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I've got a related question. From Resnick to Jackson, you'll find problems involving an insulating sphere with a uniform (volumetric) charge density. How does one make such a thing? Is there a simpler way than say, irradiating with a beta emitter?
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| Aug28-07, 12:24 PM | #8 |
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Recognitions:
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The charge would naturally diffuse to be uniform (in volume) as the individual charges repel each other. You can put the charge on it any way you like, eg. a Van der Graaf generator.
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| Aug28-07, 08:31 PM | #9 |
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I dont think emitting with beta radiation will make it uniform, unless the object is very thin.
so when i charge anything, i only give a surface charge which any object possess, in conductor, the object itself absorb the charge in the surface, hum... thats better. I think it can be done using chemical reaction. like having a charged water and then freezing it. the ice will be uniformly charged volumetrically. or something similar. the point is that the object have to be a non insulator at the time we insert the charge then we could convert the object to an insulator so the charge stays there... |
| Aug29-07, 09:42 AM | #10 |
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mgb, if the only difference (between a conductor and an insulator) of relevance here is the transport time constant, how do you get different steady state charge distributions (i.e., uniform surface charge for a metal*, and uniform volumetric charge for an insulator) for the two cases with identical initial conditions?
*Now, I'm not sure what exactly you mean by the second sentence in post#6. |
| Aug29-07, 05:24 PM | #11 |
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so its a fuzzy logic thing? that conductivity is about how quick the charge could move?
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| Aug30-07, 10:58 AM | #12 |
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