Inductor Opposes Change In Current at Bill Voigt blog

Inductor Opposes Change In Current. If the current changes dramatically and suddenly, then the inductor will respond by providing an emf that opposes the sudden change, reducing the amount that the current is able. When current through an inductor is increased or decreased, the inductor “resists” the change by producing a voltage between its leads in opposing polarity to the change. When the current increases they try to stop it. Inductors don’t like a change in current, they want everything to remain the same. Mutual inductance arises when a current in one circuit produces a changing magnetic field that induces an emf in another circuit. The analogy can be seen. A change in current \(\delta i_1/\delta t\) in one induces an \(emf_2\) in the second: The inertia (to current change) of an inductor is analogous to the inertia (to velocity change) of the mass.

PPT Inductor PowerPoint Presentation, free download ID2182577
from www.slideserve.com

If the current changes dramatically and suddenly, then the inductor will respond by providing an emf that opposes the sudden change, reducing the amount that the current is able. When the current increases they try to stop it. The inertia (to current change) of an inductor is analogous to the inertia (to velocity change) of the mass. The analogy can be seen. Mutual inductance arises when a current in one circuit produces a changing magnetic field that induces an emf in another circuit. Inductors don’t like a change in current, they want everything to remain the same. When current through an inductor is increased or decreased, the inductor “resists” the change by producing a voltage between its leads in opposing polarity to the change. A change in current \(\delta i_1/\delta t\) in one induces an \(emf_2\) in the second:

PPT Inductor PowerPoint Presentation, free download ID2182577

Inductor Opposes Change In Current A change in current \(\delta i_1/\delta t\) in one induces an \(emf_2\) in the second: If the current changes dramatically and suddenly, then the inductor will respond by providing an emf that opposes the sudden change, reducing the amount that the current is able. The inertia (to current change) of an inductor is analogous to the inertia (to velocity change) of the mass. A change in current \(\delta i_1/\delta t\) in one induces an \(emf_2\) in the second: When current through an inductor is increased or decreased, the inductor “resists” the change by producing a voltage between its leads in opposing polarity to the change. When the current increases they try to stop it. Inductors don’t like a change in current, they want everything to remain the same. Mutual inductance arises when a current in one circuit produces a changing magnetic field that induces an emf in another circuit. The analogy can be seen.

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