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While it is true that an inductor opposes the flow of an alternating current, it does not necessarily 'block it'. The quantity that opposes the flow of an AC current is the inductor's inductive reactance, expressed in ohms. Inductive reactance is proportional to the frequency of the supply voltage and, at 50 or 60 Hz, the reactance of a transformer's winding is relatively low (although very much higher than its resistance) and, while this acts to limit the amount of current flow, it certainly doesn't act to block that flow.

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12y ago
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13y ago

An inductor blocks AC while allowing DC because it resists a change in current. The equation of an inductor is ...

di/dt = V/L

... meaning that the rate of change of current is proportional to voltage and inversely proportional to inductance.

If you apply DC across an inductor, it will stabilize to some current flow based on the maximum current available from the current / voltage source. In this mode, the inductor presents very low resistance, so it can be said that it allows DC to pass.

If, however, you apply AC across an inductor, you need to consider its inductive reactance by integrating the above equation in terms of the circuit conditions. The equation for inductive reactance is ...

XL = 2 pi F L

... meaning that the inductive reactance is proportional to the frequency and to the inductance.

Thus, the higher the frequency, the higher the reactance. Since reactance is a phasor measure of resistance, it can be thus said that an inductor will block AC.

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11y ago

Inductor will allow the ac current to flow through it....it wont block.

An inductor's reactance increases with the AC frequency. At a high enough frequency it will block the AC. For DC the inductor's reactance is zero, because the frequency of DC is zero.

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13y ago

Inductors by their nature resist CHANGE in current.

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11y ago

You have it backwards.

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Q: Why does an inductor block AC but allow DC?
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If an inductor and a switch are connected in parallel through which the current will flow in an AC circuit?

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Does an inductor blocks AC?

An inductor blocks AC while allowing DC because it resists a change in current. The equation of an inductor is ...di/dt = V/L... meaning that the rate of change of current is proportional to voltage and inversely proportional to inductance.If you apply DC across an inductor, it will stabilize to some current flow based on the maximum current available from the current / voltage source. In this mode, the inductor presents very low resistance, so it can be said that it allows DC to pass.If, however, you apply AC across an inductor, you need to consider its inductive reactance by integrating the above equation in terms of the circuit conditions. The equation for inductive reactance is ...XL = 2 pi F L... meaning that the inductive reactance is proportional to the frequency and to the inductance.Thus, the higher the frequency, the higher the reactance. Since reactance is a phasor measure of resistance, it can be thus said that an inductor will block AC.


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