Antenna Length Calculator

Dipole, quarter-wave, and other antenna lengths from a frequency — metric and imperial, with a shortening factor and band presets.

Physical lengths include a shortening factor (default 0.95 for a thin wire dipole; use the coax velocity factor, ~0.66–0.85, for velocity-limited elements). Quarter-wave assumes a ground plane.

From frequency to antenna length

An antenna resonates when its length is a specific fraction of the wavelength. Start from the free-space wavelength:

λ = c / f  (c = speed of light, 299,792,458 m/s)

then take the fraction you need — half for a dipole, a quarter for a ground-plane whip — and shorten it slightly for real-world effects. At 146 MHz, λ ≈ 2.05 m, so a half-wave dipole is about 0.97 m tip to tip and a quarter-wave whip about 0.49 m.

Why "shortened"

A real wire antenna resonates a few percent shorter than the ideal math, because the electric field fringes at the ends (the "end effect"). A factor around 0.95 for thin-wire dipoles captures it; fatter elements shorten more. Insulated wire and elements inside plastic shorten further still, toward the material's velocity factor. Adjust the factor field to match your build.

Common bands

BandFreq¼-wave (×0.95)
CB27 MHz2.64 m
10 m ham28.5 MHz2.50 m
2 m ham146 MHz0.49 m
70 cm ham435 MHz0.16 m
LoRa915 MHz78 mm
GPS L11575 MHz45 mm
Wi-Fi2450 MHz29 mm

Frequently asked questions

Dipole or monopole — which length?
A half-wave dipole (two quarter-wave legs) needs no ground plane. A quarter-wave monopole/whip needs a ground plane or radials to act as the other half. Both are in the table above.
What velocity factor should I use?
~0.95 for a bare thin-wire dipole in air. For elements made of coax or inside dielectric, use the material's velocity factor (~0.66 for solid-PE coax, ~0.8 for foam). Thicker conductors resonate a bit shorter too.
Does length need to be exact?
Get close, then tune. A few percent off shifts resonance and raises SWR; antennas are usually cut slightly long and trimmed while measuring.
Where does the wavelength come from?
The same λ = c/f used by the frequency & period calculator, which also gives the period and angular frequency.