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Forgot to ask. &nbsp;If this is homework, you need to tell us so that we provide help, but not the solution.<br />

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Forgot to ask.  If this is homework, you need to tell us so that we provide help, but not the solution.


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WaterStreet, I've since solved the problem by fighting through the nasty integration.<br />
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But thanks for the suggestion.<br />
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Brian
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WaterStreet, I've since solved the problem by fighting through the nasty integration.

But thanks for the suggestion.

Brian

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Hi, I have a situation in cylindrical coordinates such that I know the volume charge density but what to calculate the Electric Flux Density D.<br />
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The problem is that the volume charge density is a complex function: a * sin(k * pi * rho) and my limits of integration are awkward, so my question is, is it possible to just partially integrate the divergence of d (in cylindrical coordinates) in order to obtain my result? I didn't try it, but it seems like an easier approach to the problem.<br />
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Thanks<br />
Brian
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Hi, I have a situation in cylindrical coordinates such that I know the volume charge density but what to calculate the Electric Flux Density D.

The problem is that the volume charge density is a complex function: a * sin(k * pi * rho) and my limits of integration are awkward, so my question is, is it possible to just partially integrate the divergence of d (in cylindrical coordinates) in order to obtain my result? I didn't try it, but it seems like an easier approach to the problem.

Thanks
Brian

Maxwell's 1st Equation (div d = vol. charge density)

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