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ISO 286 Fits Explained: H7/g6, Hole-Basis, and How to Actually Choose

ISO 286 is the international limits-and-fits system: one letter, one number, and a shaft/hole pair acquires a guaranteed relationship — slip, tap, or press — before either part is made. It is the vocabulary underneath almost every rotating or locating joint in mechanical design, and it repays an hour of understanding many times over.

What the callout is saying

A designation like Ø40 H7/g6 packs four facts into two codes. Each code is a letter plus a grade:

So H7/g6 reads: a hole sized nominal-to-plus-IT7, against a shaft that starts below nominal by the g deviation and spans IT6. The result is always clearance — the only question is how much.

The IT grades are computed, not arbitrary

IT grades come from a standard tolerance unit that scales with size: i = 0.45·√³D + 0.001·D in micrometres, with D the geometric mean of the diameter step in millimetres. Grades are fixed multiples — IT6 = 10i, IT7 = 16i, IT8 = 25i, and so on — evaluated on stepped size ranges. The ranges designers use most:

Nominal step (mm)IT6 (µm)IT7 (µm)IT8 (µm)IT9 (µm)IT11 (µm)
>18–3013213352130
>30–5016253962160
>50–8019304674190
>80–12022355487220

That is why the same fit code means different micrometres at different diameters — the table lookup is size-step dependent, and a few letters (c, d, e and the deep-interference letters from t onward) additionally change between the 30–40 and 40–50 sub-steps.

Hole-basis vs shaft-basis

Two conventions anchor the system. Hole-basis keeps the hole at H (lower deviation zero) and picks the shaft letter to set the fit. It is the default choice because holes are made with fixed-size tooling — drills, reamers, boring bars — so standardizing the hole and varying the turned or ground shaft is cheaper. Shaft-basis is the mirror image (h shaft, chosen hole letter) and survives where the shaft is already fixed: bought-in ground bar, standard bearings pressed onto a mandrel, or one shaft carrying several different fits.

The fits you will actually use

Limit clearances below are computed for the >30–40 mm step (hole always H7 = +25/0 µm; positive = clearance, negative = interference):

FitClassLimits (µm)Typical use
H11/c11clearance+120 / +440loose running: hinges, exposed shafts, dirty environments
H9/d9clearance+80 / +204free running: general shafts with generous lubrication
H8/f7clearance+25 / +89normal running: journal boxes, moderate-speed rotation
H7/g6clearance+9 / +50precision sliding: accurate location that still moves freely
H7/h6clearance0 / +41locational clearance: spigots, hand-assembled parts, no perceptible play
H7/js6transition+33 / −8slight clearance bias: dowels, precise location with easy assembly
H7/j6transition+30 / −11similar to js6, marginally more likely to clear
H7/k6transition+23 / −18true transition: gear hubs, couplings — snug, assembled with light taps
H7/m6transition+16 / −25tight transition: accurate location, press possible
H7/n6transition+8 / −33mostly interference: semi-permanent assembly
H7/p6interference−1 / −42light press: bearings, bushings; can just touch at worst corner
H7/r6interference−9 / −50medium press: gears and couplings transmitting torque
H7/s6interference−18 / −59heavy press: permanent joints, significant assembly force
H7/t6interference−23 / −64very heavy press or shrink fit territory
H7/u7interference−35 / −85shrink-fit class: maximum transmissible torque without keys

Check the sub-step. In the >40–50 mm sub-step the c, t and u shaft deviations shift (c to −130, t to +54, u to +70 µm), moving those three rows to roughly +130/+450, −29/−70 and −45/−95 µm. Every other row shown is identical across the whole 30–50 step. For any diameter outside 30–40 mm, recompute from the standard tables — do not extrapolate.

How to choose

Common mistakes

These tables are what SuperNX applies automatically: fits declared on the model are read as the published ISO 286 zones rather than re-keyed numbers, so the analysis chain inherits the same values your supplier will measure against.