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📐 ASME B4.3-1978 (2004) shows how to specify general tolerances for metric (millimeter) dimensions that carry no individual tolerance indication. It is the U.S. counterpart of the international standard ISO 2768, “Permissible machining variations in dimensions without tolerance indications,” prepared by ISO/TC3 (Limits and Fits) and approved in 1972. The American National Standards Committee B4 — reorganized in November 1975 and renamed “Standardization of Allowances and Tolerances for Manufactured Parts” — decided to prepare a similar American standard based on ISO 2768, and final approval was granted by the American National Standards Institute on March 16, 1978, followed by reaffirmation in 2004. Designed to be used together with ASME B4.2 (Preferred Metric Limits and Fits), this document is the key to keeping “untoleranced” dimensions unambiguous on metric drawings.
Section 1 (Scope) states the purpose: to show how to specify the general tolerances for metric dimensions without tolerance designation. The fine and medium tolerance series shown in Table 1 are mostly applicable to machined parts, while the coarse series covers tolerances for use on all types of dimensions — castings, forgings, weldments, stampings, and other non-machined features.
Section 2 (Tolerance Indication) establishes a governing principle: all drawing dimensions of parts shall be associated with tolerance data. These data may be expressed in one of three ways:
Section 3 gives four methods for linear dimensions; the designer selects whichever fits the drawing:
| Method | Expression | When to Use |
|---|---|---|
| Method 1 — IT grade reference | “UNLESS OTHERWISE SPECIFIED ALL UNTOLERANCED DIMENSIONS ARE ±IT14/2” | Ties into the IT grade system (B4.2 Appendix B, Table B1); the deviation equals half the IT grade |
| Method 2 — Series reference | “UNLESS OTHERWISE SPECIFIED, THE GENERAL TOLERANCE SPECIFIED IN ANSI B4.3 MEDIUM SERIES APPLY” | The most common; cites the fine/medium/coarse series of Table 1 |
| Method 3 — Series table | Reproduce the stepped tolerance table of Table 1 on the drawing | Most direct for the shop floor; no need to consult the standard |
| Method 4 — Decimal-place rule | Tolerances keyed to the number of decimal digits (e.g., one decimal ±0.3, no decimals ±3) | Where dimensions do not vary much in magnitude and drafting must stay simple |
The Standard also allows a single tolerance value for all untoleranced nominal dimensions (for example “UNLESS OTHERWISE SPECIFIED ALL UNTOLERANCED DIMENSIONS ARE ±0.8 mm”), with an explicit note that this method is recommended only where the magnitudes of the dimensions on the drawing do not vary appreciably — otherwise the single value is too tight for large dimensions or too loose for small ones.
Table 1 gives the permissible variations in millimeters for three series (Fine, Medium, Coarse) over basic-dimension steps from 0.5 mm up to 2000 mm:
| Series | 0.5–3 | 3–6 | 6–30 | 30–120 | 120–315 | 315–1000 | 1000–2000 |
|---|---|---|---|---|---|---|---|
| Fine | ±0.05 | ±0.05 | ±0.1 | ±0.15 | ±0.2 | ±0.3 | ±0.5 |
| Medium | ±0.1 | ±0.1 | ±0.2 | ±0.3 | ±0.5 | ±0.8 | ±1.2 |
| Coarse | ±0.2 | ±0.3 | ±0.5 | ±0.8 | ±1.2 | ±2 | ±3 |
Table 2 covers general tolerances for angles and tapers. The angular tolerance is based on the length of the shorter of the two legs forming the angle. The tolerance may be expressed as an angle in decimal degrees or in degrees and minutes, as a taper in percentage (mm per 100 mm), or in milliradians. Typical steps for shorter leg lengths up to 10, 10–50, 50–120, and 120–400 mm are:
| Length of Shorter Leg (mm) | Angular Tolerance (degrees/min) | Angular Tolerance (milliradians) |
|---|---|---|
| Up to 10 | ±1° | ±17 |
| 10–50 | ±0°30′ | ±9 |
| 50–120 | ±0°20′ | ±6 |
| 120–400 | ±0°10′ | ±3 |
The angular general tolerance may be specified on the drawing as: “UNLESS OTHERWISE SPECIFIED THE GENERAL TOLERANCES IN ANSI B4.3 APPLY”; or the numerical values of Table 2 may be added to the drawing format; or a single value in degrees and minutes such as 0°30′ may be given.