MachineCalcs

Thread Milling Passes Calculator

Multiple radial passes with a thread mill follow the same constant-chip-area ladder as single-point threading: cumulative depth after pass n = total depth × √(n/N), so every pass sweeps the same V cross-section. The working infeed calculator returns the whole ladder for any depth and pass count.

thread milling passes calculator thread mill radial passes thread milling depth per pass

The ladder

For total thread depth d and N radial passes, the cumulative depth after pass n holds chip area constant:

d_n = d × √(n/N) — each pass removes the same V cross-section

Worked numbers — M10 × 1.5, three passes

Total external depth ≈ 0.6134 × 1.5 = 0.92 mm. Three constant-area radial passes run 0.531 / 0.220 / 0.169 mm — 57.7%, 23.9% and 18.4% of depth, close to the 60/25/15 split threadmill vendors quote. The first-to-last ratio is 3.15:1, yet every pass loads the flutes equally.

Why not equal passes

Equal radial steps grow the swept V every pass — the last and widest cut lands on the finished thread. The √(n/N) ladder front-loads depth while the work is rigid and finishes light; the calculator also flags passes that fall under your minimum chip thickness.

Frequently asked questions

How many passes should a thread mill take?

One pass works in free-machining material with a rigid setup; two to four constant-area passes are the norm in tough alloys, small mills or long reach. More passes trade cycle time for flute load and deflection — the ladder keeps each pass equal work whatever count you choose.

Does the G76 lathe math really apply to thread milling?

Yes — both remove a 60° V in radial steps, so holding chip area constant gives the identical √(n/N) cumulative-depth series. Only the motion differs: helical interpolation instead of a longitudinal threading pass. Cutter-radius compensation per pass comes from your CAM or control, not the depth ladder.

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