Skin Depth Calculator
The skin depth calculator allows you to determine the skin effect in conductors for any signal frequency.
The formula
Γ = (Z_L−Z₀)/(Z_L+Z₀); VSWR = (1+|Γ|)/(1−|Γ|); δ = √(ρ ÷ πfµ)
VSWR sounds worse than it is
A standing wave ratio of 2:1 reflects only about 11% of the power, not half. The confusion arises because VSWR is a voltage ratio while power goes as voltage squared — so the reflected power is |Γ|², and the mismatch loss for a 2:1 VSWR is only about 0.5 dB. Perfectly usable links run at 2:1 routinely.
What a high VSWR does threaten is the transmitter, not the link budget: reflected power returns to the output stage, and standing waves produce voltage peaks along the line that can exceed its rating. That, rather than lost signal, is why VSWR is worth minimising.
Skin depth shrinks as the inverse square root of frequency. At 100 MHz current in copper flows in roughly the outer 6 micrometres, so the interior of a conductor is simply dead weight — hence silver plating, hollow conductors and litz wire.
The Fresnel zone matters even when line of sight is clear. Radio energy travels in a spreading ellipsoid, not a ray, and obstructing more than about 40% of the first zone costs signal through diffraction. A link that looks clear on a map can still fail on terrain clearance.