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Magnetic Potential Energy stored in an Inductor

The Magnetic Potential Energy stored in an Inductor will calculate the:

  1. Magnetic potential energy stored in an inductor when the current and inductance are given

Calculation parameters: The inductor is uniform and the wire it is made from has the same thickness everywhere; the source supplies DC current.

Magnetic Potential Energy stored in an Inductor Calculator
Results (detailed calculations and formula below)
The magnetic potential energy stored in an inductor is J [Joule]
Magnetic potential energy stored in an inductor calculation
Wm = L × i2/2
Wm = × 2/2
Wm = × /2
Wm = /2
Wm =
Magnetic Potential Energy Stored In An Inductor Calculator Input Values
Inductance of the inductor (L) H [Henry]
Current flowing through the inductor (i) A [Ampere]

Please note that the formula for each calculation along with detailed calculations are available below. As you enter the specific factors of each magnetic potential energy stored in an inductor calculation, the Magnetic Potential Energy Stored In An Inductor Calculator will automatically calculate the results and update the Physics formula elements with each element of the magnetic potential energy stored in an inductor calculation. You can then email or print this magnetic potential energy stored in an inductor calculation as required for later use.

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Discover Physics with free Physics Revision Notes and Physics Calculator: Magnetic Potential Energy Stored In An Inductor. This image shows the properties and magnetic potential energy stored in an inductor formula for the Magnetic Potential Energy Stored In An Inductor. The Magnetic Potential Energy stored in an Inductor Calculator will calculate the magnetic potential energy stored in an inductor when the current and inductance are given

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Magnetic potential energy stored in an inductor Formula and Calculation

Wm = L × i2/2

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