Air-core (Wheeler)

Approximate turns—

◎ Toroid

Turns—
N = √(L × 1000 / AL) when L in µH and AL in nH/N².

Turn a target inductance into a winding

A toroid winding calculator gives a mechanical starting point. Actual inductance depends on the core material, distributed capacitance, winding arrangement and the frequency range in which the winding is used.

Keep turns evenly distributed unless the design specifically calls for a different arrangement. Avoid sharp bends that damage enamel insulation, and verify continuity before installing a finished transformer.

For RF transformers, verify the completed winding with an impedance or inductance measurement when practical. The core data sheet remains the authoritative source for AL value and frequency limits.

Use the winding result as a build starting point

A toroid or air-core winding calculator is primarily a construction aid. The calculated turns provide a repeatable starting point, but the final inductance depends on the core material, dimensions, winding distribution and the measurement frequency. Ferrite and powdered-iron cores with the same physical size can have very different magnetic properties, so the core identification matters more than the outside dimensions alone. Keep the winding neat and consistent, avoid crossing turns unnecessarily, and follow the manufacturer's recommended winding style where one is available. When the finished coil is part of a matching network or filter, measure the actual inductance or assembled circuit rather than relying entirely on the nominal calculation. For RF transformers, leakage inductance and inter-winding capacitance can become important at higher frequencies, so a winding that measures correctly at low frequency may not behave identically on the intended amateur band. The calculator is therefore best used to plan the build, followed by measurement and adjustment.