Geometric height of the 60° fundamental triangle.
Mechanics · Machining
ISO metric thread basic dimensions
This page calculates only the ISO metric basic-profile geometry. It does not replace tolerance limits for classes such as 6H or 6g.
Created v1.0
By Thibaut Grzelak, Mechanical Analysis Engineer
02
Results
Fundamental triangle height H
Pitch diameter d₂ / D₂
Basic pitch diameter common to external and internal threads.
External minor diameter d₃
Basic minor diameter of the external thread.
Internal minor diameter D₁
Basic minor diameter of the internal thread.
Relation and numerical substitution
H = √3/2 · P ; d₂ = d − 3H/4—
ISO metric 60° profile. Nominal diameter and pitch use the same length unit. Results are basic dimensions: no fundamental deviation or tolerance-class allowance is applied. A standards-based tolerance check remains necessary for manufacturing or inspection.
01Formulas and symbols
Formulas used
H
√3/2 · PFundamental triangled₂ = D₂
d − 3H/4Basic pitch diameterd₃
d − 17H/12Basic external minor diameterD₁
d − 5H/4Basic internal minor diameter02Assumptions and limits
Scope of validity
- ISO metric 60° profile.
- Nominal diameter and pitch use the same length unit.
- Results are basic dimensions: no fundamental deviation or tolerance-class allowance is applied.
- A standards-based tolerance check remains necessary for manufacturing or inspection.
03Validation example
Reference numerical case
- For M10 × 1.5: H = 1.299038 mm.
- d₂ = D₂ = 9.025721 mm; d₃ = 8.159697 mm; D₁ = 8.376202 mm.
04References
Technical references
- ISO 68-1 — ISO general purpose metric screw threads — Basic profile.
- ISO 724:2023 — ISO general purpose metric screw threads — Basic dimensions.
- Tolerance classes are covered by standards including ISO 965 and are not calculated here.