Physics
Skin Depth Calculator
Find the skin depth of current in a conductor at high frequency.
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At high frequency, AC current crowds toward a conductor's surface — the skin effect.
The math behind it
δ = √(ρ ÷ (π·f·μ)). Current density falls to 1/e at this depth; higher frequency means thinner skin.
Worked Example
Copper at 1 MHz → about 65 µm.
Frequently Asked Questions
Why use stranded/Litz wire?
It increases surface area to combat the skin effect at high frequency.
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