How can Faraday's Law be used to calculate induced voltage in a coil?

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SUMMARY

This discussion focuses on calculating the induced voltage in a coil using Faraday's Law. The equation proposed for induced RMS voltage is NlcB0*sqrt(1-cos(kl)), where N represents the number of coils, l is the length, and k is the wave number. The frequency of the system is specified as 1.0*10^9 Hz. The user references Faraday's Law, expressed as -H*(d(flux)/dt), and provides links to HyperPhysics resources for further clarification.

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kahless2005
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Hello, I am new here.
I was hoping to get some help with a problem. I need to find the Induced Voltage in a coil in terms of the number of coils N, the length l, and time t.

I think when all said and done the equation should look close to: NlcB0*sqrt(1-cos(kl)), which is the induced RMS. The frequency is given as 1.0*10^9 Hz.

I know that Faraday's Law is-H*(d(flux)/dt) and flux is the integral of vector B dot vector dA. dA is d(y)d(z)i^ + d(x)d(z)j^ + d(x)d(y)k^.

So, basically, how do I get from Faraday's Law to that?
 
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Okay, thank you, those links did help. :biggrin:
 

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