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Resonant transformer - sign of the voltage reinduced in the primary winding |
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| Jul18-12, 10:34 AM | #1 |
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Resonant transformer - sign of the voltage reinduced in the primary winding
Consider a biresonant transformer with a small coupling coefficient k << 1.
Let the voltage applied to the primary LC circuit be U1(t)=U*sin(2*Pi*f*t), then also the current I1 will be sinusoidal. The voltage induced in the secondary winding and the current in the secondary LC circuit will be a positive multiple of -cos(2*Pi*f*t). Then the voltage reinduced in the primary winding will be a positive multiple of -sin(2*Pi*f*t), so it will tend to decrease the current in the primary winding. As far as I know, drawing current from the secondary winding INCREASES the current through the primary winding. What is the explanation? |
| Jul20-12, 03:40 AM | #2 |
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Recognitions:
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See what you think of this:
Apply a voltage sin(ωt) and a current sin(ωt) flows, setting up a magnetic flux sin(ωt) The voltage induced in the secondary by that flux is dɸ/dt, viz., cos(ωt) and causing a secondary current of cos(ωt) This secondary current produces a flux of cos(ωt), and the derivative of that, dɸ/dt, inducing a component in the primary of –sin(ωt) The increased difference between the source emf and the coil´s emf causes increased primary current. (I leave you to prepend an amplitude co-efficients to each time-varying term.) |
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