Bolt torque chart: metric and imperial reference by grade and lubrication.

Fastener Reference ISO 898-1 / SAE J429 Updated May 2026

Reference torque values for metric (M5–M30, ISO 898-1 grades 4.8 / 5.8 / 8.8 / 10.9 / 12.9) and imperial fasteners (1/4"–1", SAE Grade 2 / 5 / 8) at dry and lightly-lubricated conditions. Calculated from T = K × D × F at 75% of yield strength preload. ±25% accuracy band — see notes.

The torque formula

Every value in the tables below is computed from the standard torque-tension equation:

Torque-tension equation
T = K × D × F

K factor by lubrication

ConditionK factorNotes
Dry, as-received steel-on-steel0.20Default for galvanized or black oxide bolts
Light machine oil0.16Typical for assembly-line use
Moly-disulfide grease0.13Aerospace and high-load applications
Anti-seize (graphite/copper)0.12Stainless on stainless, high-temperature joints
Zinc-plated, dry0.18Most commercial-grade hardware
Cadmium-plated, dry0.16Legacy aerospace, less common in 2026
Stainless on stainless (no anti-seize)0.30+Galling risk — always use anti-seize

Metric coarse thread torque (N·m) — DRY, K = 0.20

SizePitchStress Area (mm²)4.85.88.810.912.9
M50.8014.23.64.57.210.312.4
M61.0020.16.17.612.217.521.0
M81.2536.615.018.730.042.951.4
M101.5058.029.737.159.484.9102
M121.7584.351.864.8104148178
M142.0011582.4103165236283
M162.00157128160257367440
M182.50192177221354506607
M202.50245251313502717860
M222.503033414266829741170
M243.0035343454286812401490
M273.00459635793126818122174
M303.505618621080172624662960

Values in N·m. For lubricated condition (K=0.16), multiply by 0.80. For anti-seize (K=0.12), multiply by 0.60.

Metric coarse thread torque (N·m) — LUBRICATED, K = 0.16

Size4.85.88.810.912.9
M52.93.65.88.29.9
M64.96.19.814.016.8
M812.015.024.034.341.1
M1023.829.747.567.981.6
M1241.451.883.2118142
M1465.982.4132189226
M16102128206294352
M20201250402574688
M243474346949921192
M30690864138119732368

Imperial coarse thread torque (ft-lb) — DRY, K = 0.20

SizeTPIGrade 2Grade 5Grade 8
1/4"205.5912
5/16"18111825
3/8"16203045
7/16"14325070
1/2"135080110
9/16"1271110155
5/8"11100155220
3/4"10175270380
7/8"9175430600
1"8260650900

Values in ft-lb. Multiply by 1.356 to convert to N·m.

Stainless steel torque (N·m) — A2-70 and A4-80

Stainless steel fasteners have a galling risk that requires anti-seize compound. Values below assume K = 0.18 with anti-seize and 75% yield preload per ISO 3506-1.

SizeStress Area (mm²)A2-70 (yield 450 MPa)A4-80 (yield 600 MPa)
M514.23.64.8
M620.16.18.1
M836.614.819.8
M1058.029.439.2
M1284.351.268.3
M1411581.5108.7
M16157127169
M20245248331
M24353429572

Notes on accuracy

Torque-to-preload conversion has irreducible noise. Even with calibrated wrenches and identical lubricant, the actual preload achieved at a given torque varies by about ±25% across the sample population. The sources of variation:

For critical joints, torque is not enough Engine head bolts, pressure-vessel flanges, structural-steel high-strength connections, and aerospace primary structure all require torque-angle (TTY) or direct preload measurement (ultrasonic / load cell). Torque-only assembly cannot achieve better than ±25% preload accuracy. Torque-plus-angle reduces this to ±10%. Ultrasonic measurement gets to ±3–5%.

5 common torque mistakes

  1. Using dry torque on lubricated bolts. Applying a dry-condition torque value to a freshly-oiled bolt over-preloads the joint by ~25%. The bolt yields or the thread strips. Always match the table to the assembly condition.
  2. Reusing previously-torqued bolts. Grade 10.9 and 12.9 bolts are usually loaded close to yield in service. Reusing them at the same torque accumulates plastic strain. Replace structural bolts after one tightening cycle unless specified as reusable.
  3. Single-pass tightening. Torquing a flange or head in one pass causes uneven preload — the first bolts compress the gasket and reduce preload on neighboring bolts. Always use a 3-pass torque sequence: 33%, 66%, 100% of final torque, in star or cross pattern.
  4. Skipping wrench calibration. A click-type wrench can drift 8–10% in a year. Calibrate annually or after any drop, and re-zero between uses.
  5. Wrong stress-area assumption. Some shop charts use nominal cross-section instead of stress area, overstating torque by ~10%. The values in this chart use ISO 898-1 stress area, which is the standard for grade 8.8 / 10.9 / 12.9 calculation.
Need a specific value not in the chart? For non-standard pitches (fine thread), custom yield assumptions, or different K factors, the MetricMech Bolt Torque Calculator handles arbitrary inputs and produces an audit-ready PDF with the full T = K × D × F derivation, the chosen preload fraction, and lubrication selection. Useful for FAI submissions where the torque value must be traceable to a documented calculation.

References

For interactive computation with custom inputs, see the Bolt Torque Calculator. For press fits and interference joints, see the Press / Interference Fit Calculator.