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Wire Inductance Calculator

Wire Inductance Calculator

Estimate the self-inductance and inductive reactance of a straight isolated round wire from length, diameter, and frequency.

Input Parameters

Straight conductor length.
Round wire diameter.
Used for inductive reactance.

Results

Wire Inductance
104.829 nH
Inductance per Length
1.04829 nH/mm
Inductive Reactance
6.58662 Ω
Design Note
Good for isolated wire estimate

Use the result as a first-pass parasitic inductance estimate.

Equations Used

Straight Wire Approximation:

L ≈ 2 × 10^-7 × l × [ln(2l/r) - 0.75] H

Reactance:

XL = 2πfL

Where:

l = wire length, r = wire radius, f = frequency

Frequently Asked Questions (FAQ)

Q1: When is wire inductance important?
It matters in fast switching loops, RF wiring, grounding leads, current sense leads, and high di/dt paths.

Q2: Does wire shape affect inductance?
Yes. Loops, bends, nearby conductors, and return paths strongly affect inductance.

Q3: Is this for an isolated wire?
Yes. The formula assumes a straight isolated round conductor.

Q4: How can I reduce wire inductance?
Shorten the wire, increase conductor width, reduce loop area, and keep the return path close.

Q5: Does skin effect change inductance?
Skin effect mainly changes AC resistance, but high-frequency current distribution can also change effective impedance.

Q6: Can this model PCB traces?
For PCB traces over a plane, use a PCB trace inductance or transmission-line model instead.

Disclaimer: This calculator estimates straight isolated wire inductance. Real wiring inductance depends on loop area, return path, bends, nearby metal, insulation, current distribution, and frequency. Use measurement or field extraction for critical high-speed or high-current layouts.
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