Internal ACME & Stub ACME Thread Calculator
Calculates lead, helix angle, and the basic 29° internal thread-form depth and flats. Helix angle is based on the lead and the estimated pitch diameter from the entered major and minor diameters.
Thread Inputs
Inch systemCalculated Motion & Helix
Live outputGeneral-Purpose ACME Basic Form
29°Standard Stub ACME Basic Form
29° shallowManufacturing Check
Entered geometry vs. basic forms| Parameter | Inches | Millimeters |
|---|---|---|
| Pitch | — | — |
| Estimated pitch diameter | — | — |
| Helix angle at major diameter | — | Lowest across depth |
| Helix angle at minor diameter | — | Highest across depth |
| Depth difference from ACME basic | — | — |
| Depth difference from Stub basic | — | — |
| Implied symmetric flat from entered depth | — | — |
Formulas, assumptions, and manufacturing limitations
These are basic symmetrical 29° thread-form calculations. The crest and root widths shown are basic flats, not final class-of-fit limits. Actual internal-thread root width and diameters can change with pitch-diameter allowance, class, major/minor diameter clearance, truncation, tool nose radius, and the selected standard limits.
Pitch P = 1 / TPI
Lead L = P × number of starts
Estimated pitch Ø = (major Ø + minor Ø) / 2
Helix angle λ = atan[L / (π × pitch Ø)]
ACME depth h = 0.5000P
ACME basic crest/root flat = 0.3707P
Stub ACME depth h = 0.3000P
Stub basic crest/root flat = 0.4224P
For cutter-clearance review, the helix angle is also calculated at both entered diameters. The angle is highest at the minor diameter of an internal thread. Tool side and heel clearance must exceed the local effective helix requirement with suitable margin, and left-hand versus right-hand cutting may require mirrored relief.
Engineering note: use the applicable ASME B1.5 or ASME B1.8 dimensional limits and inspection requirements before releasing production tooling. This calculator intentionally does not assign fit class, allowance, tolerances, or gage limits.