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Guru

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Calculating Induced Voltage in a moving coil through a static field.

10/13/2007 12:06 AM

The problem stated.

What is the algebraic equation for induced voltage of a coil moving at known velocity in m/s through B in Tesla's at the optimum induction angle?

Gavilan

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Guru
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#1

Re: Calculating Induced Voltage in a moving coil through a static field.

10/13/2007 7:30 AM

90 degree nodoult

V=b2pirvcos(xita)

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Active Contributor

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#2
In reply to #1

Re: Calculating Induced Voltage in a moving coil through a static field.

10/14/2007 2:41 AM

Sir

Can u please Explain me the Equation mentioned above.

Thank You

Ramana.

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Anonymous Poster
#3
In reply to #2

Re: Calculating Induced Voltage in a moving coil through a static field.

10/15/2007 5:10 AM

It is the algebraic equation for induced voltage of a coil moving at known velocity in m/s through B in Tesla's at the optimum induction angle.

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Guru

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#4
In reply to #3

Re: Calculating Induced Voltage in a moving coil through a static field.

10/15/2007 1:22 PM

Could someone define the variables in the equation.

I don't see a variable for inductance?

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#5
In reply to #2

Re: Calculating Induced Voltage in a moving coil through a static field.

10/15/2007 9:03 PM

If the magnetic field is uniform. the voltage is only simple

V=vB2rcos(xita)

no relation with turns.

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Guru

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#6
In reply to #5

Re: Calculating Induced Voltage in a moving coil through a static field.

10/15/2007 11:42 PM

So you are telling me that a coil with 2 turns moving at V through B will have the same induced voltage as a coil with 200 turns moving at V through B?

How about v=BLV? where B is in Tesla's L is in Henry's and V is in meters per second?

Gavilan

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#7
In reply to #6

Re: Calculating Induced Voltage in a moving coil through a static field.

10/16/2007 6:41 AM

they equal to parallel form

with regard to v=BLV

L is length in meter, not inductance in herry.

would you pls refer to electromegnatics or static electrics?

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Anonymous Poster (1); cnpower (3); Gavilan (2); Ramana (1)

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