Inductor Calculator (XL = 2 pi f L)
This calculator computes inductive reactance XL = 2 x pi x f x L, energy E = LI2/2, and voltage drop.
- Enter any two of inductance, current, and frequency for instant results.
Figures are estimates from this calculator’s standard formula — adjust the inputs in the tool below for your exact number.
How the Inductor Calculator Works
Calculates energy stored in an inductor's magnetic field and its reactance at a given frequency. Inductors store energy proportional to current squared and oppose changes in current. Worked example: a 10 mH choke at 60 Hz has XL = 2 pi x 60 x 0.01 = 3.77 ohm, but at 10 kHz it rises to 628 ohm - which is why chokes block ripple yet pass DC. At radio frequencies the same coil behaves differently: 10 mH at 1 MHz presents XL = 62.8 kohm, which is why chokes that ignore audio barely notice RF and vice versa.
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Step 1
Enter the inductance value (L)
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Step 2
Enter the current through the inductor
- 3
Step 3
Optionally enter frequency for reactance calculation
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Step 4
View stored energy and inductive reactance
Use Cases
Designing switch-mode power supplies
Calculating energy storage in DC-DC converters
Sizing inductors for filter circuits
Analyzing flyback transformer operation
Tips
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Energy stored is proportional to current squared
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Inductors resist sudden current changes
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Saturation current limits maximum energy storage
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DC resistance affects efficiency in power applications
Common Mistakes
Ignoring inductor saturation current limits
Forgetting DC resistance losses
Not considering core material frequency limits
Using inductors beyond their self-resonant frequency
FAQs
Why does energy depend on current squared?
What is inductor saturation?
How do I choose between air-core and ferrite-core inductors?
How do I calculate inductive reactance?
Why does an inductor block AC but pass DC?
How much energy does an inductor store?
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