Bolt Torque Calculator
Calculate metric and SAE bolt tightening torque using T = K × D × F. Get torque in Nm and ft-lb, with target preload and K-factor included in the result.
How to Use the Bolt Torque Calculator
Enter five inputs and the calculator returns everything else.
Bolt Size and
Thread Series
Metric coarse or fine (M8, M10, M12), or imperial UNC/UNF (1/2-13, 3/4-10).
Property Class
or Grade
ISO 4.6, 8.8, 10.9 or 12.9, or SAE Grade 2, 5 or 8. This sets the proof load.
Surface and
Lubrication Condition
Dry, zinc-plated, oiled, anti-seize or heavily galvanized. This sets the K-factor.
Preload
Target
Set the percentage of proof load you intend to reach. 75% is a common default.
Units
Choose Nm, ft-lb or in-lb. The other units remain visible alongside the result.
Calculate Torque or Clamp Load
Use the standard torque-tension relationship T = K × D × F to estimate tightening torque or reverse the calculation to estimate preload.
Joint Conditions
Estimated torque required to produce the entered target preload.
Surface finish, plating, thread condition and lubrication can materially change friction and therefore the resulting clamp load.
Typical Nut Factor (K)
Reference values only. Actual friction should be established from the specified fastener, finish, lubricant and assembly process.
Bolt Torque Chart: Metric and SAE
SAE Grade 5 and Grade 8 values below use K = 0.20 for dry or zinc-plated fasteners and a target preload of 75% of proof load.
| Bolt Size (UNC) | Stress Area (in²) | Grade 5 Torque | Grade 8 Torque |
|---|---|---|---|
| 1/4-20 | 0.0318 | 8.4 ft-lb 11.5 Nm | 11.9 ft-lb 16.2 Nm |
| 5/16-18 | 0.0523 | 17.4 ft-lb 23.5 Nm | 24.5 ft-lb 33.2 Nm |
| 3/8-16 | 0.0775 | 30.9 ft-lb 41.9 Nm | 43.6 ft-lb 59.1 Nm |
| 7/16-14 | 0.1063 | 49.4 ft-lb 67.0 Nm | 69.8 ft-lb 94.6 Nm |
| 1/2-13 | 0.1419 | 75.4 ft-lb 102.2 Nm | 106.4 ft-lb 144.3 Nm |
| 5/8-11 | 0.2260 | 150.1 ft-lb 203.5 Nm | 211.9 ft-lb 287.3 Nm |
| 3/4-10 | 0.3340 | 266.2 ft-lb 360.9 Nm | 375.8 ft-lb 509.5 Nm |
Calculated reference values — not a manufacturer specification. These values assume dry threads, clean surfaces and a steel-to-steel joint. For safety-critical or structural applications, use the fastener or equipment manufacturer’s specified value.
Why Published Torque Tables Disagree
Different torque tables can give different answers for the same bolt because their friction assumptions differ. An M10 Class 8.8 bolt shows the effect clearly.
Friction can change the result by substantially more than the stated accuracy of a typical calibrated torque wrench.
ISO 898-1 and SAE J429 Strength Values
These values provide the strength basis used when establishing a preload target for manual torque calculations.
| Class | Tensile Strength | Yield / Proof |
|---|---|---|
| 4.6 | 400 MPa | 240 MPa |
| 8.8 | 800 MPa | 640 MPa |
| 10.9 | 1040 MPa | 940 MPa |
| 12.9 | 1220 MPa | 1100 MPa |
| Grade | Minimum Proof Strength |
|---|---|
| Grade 2 | 55,000 psi |
| Grade 5 | 85,000 psi |
| Grade 8 | 120,000 psi |
The Error Budget
The friction assumption inside a torque calculation can introduce substantially more uncertainty than the torque wrench used to apply the result.
A ±4% wrench does not create a ±4% joint when the K-factor itself may be wrong by 20–25%. Confirming lubrication, coating and thread condition can be more valuable than improving wrench accuracy alone.
Confirm finish and lubrication or use torque-tension testing for critical work.
Reused fasteners, damaged threads, washers and temperature can all shift friction.
A calculated 55.7 Nm is a target based on assumptions, not an exact physical outcome.
Torque Is Not the Preferred Method for Every Joint
Structural bolting may use installation methods that control tension more directly than a calculated torque value.
For structural connections, follow the project specification and the applicable structural bolting standard. A general-purpose torque calculator should not replace the specified installation procedure.
From Torque Value to Torque Tool
A calculated torque value is useful only when the tool applying it has the appropriate type, working range, accuracy and documentation for the application.
| ISO 6789 Type | Behaviour | Typical Permitted Deviation |
|---|---|---|
| Type I Indicating | Shows achieved torque | Around ±6% |
| Type II Setting · above 10 Nm | Signals at preset torque | Around ±4% |
| Digital Indicating tools | Electronic torque display | Confirm declared accuracy |
Type & Class
Type I indicates achieved torque. Type II signals when a preset torque is reached. Required accuracy depends on the specific tool class.
Working Range
Accuracy is generally best through the useful middle portion of a wrench’s range. Avoid choosing one oversized wrench for every torque requirement.
Calibration Interval
A common baseline is 12 months or approximately 5,000 cycles, with shorter intervals for heavy-use or safety-critical service.
Documentation
Determine whether the quality system requires a Declaration of Conformance or a calibration certificate with measurement uncertainty.
Keep the Target Inside the Useful Range
For example, using a 200 Nm wrench at only 25 Nm places the fastener close to the bottom of the tool’s range, where relative error becomes more important.
Declaration of Conformance
Suitable where the application requires confirmation that the torque tool conforms to the applicable product requirements.
Calibration Certificate
Used where measurement uncertainty and stronger calibration traceability are required by the customer’s quality system.
ISO 6789 applicability is product- and market-specific. Verify the exact SKU, declared accuracy, documentation and current edition required by the destination market.
Frequently Asked Questions (FAQs)
Find answers to common questions about our hand tools, their care, and usage. If you need additional information, our customer support team is ready to assist you.
Bolt torque is T = K × D × F — the nut factor multiplied by nominal bolt diameter and target preload. Preload is normally set at 70 to 75 percent of the bolt’s proof load. An extended form, T = K × F × d × (1 − l/100), adds an explicit lubrication percentage.
Use K = 0.20 for dry, as-received or zinc-plated steel, 0.15 to 0.18 for lightly oiled threads, 0.12 with anti-seize, and 0.30 or higher for a non-plated black finish or heavily galvanized and rusty conditions. Treat these as starting points and confirm against a torque-tension test for any critical joint, because the K range is wide enough to change the answer by a third.
Rearrange the equation to F = T / (K × D). Divide the applied torque by the nut factor and the nominal diameter. Expect the result to be much smaller than the input suggests, because only about 10 percent of applied torque becomes clamp load — the rest is lost to friction under the head and in the threads.
Yes, substantially — more than any other single variable. Heavily lubricating a bolt can roughly halve the torque needed for a given preload, or conversely double the preload produced by the same torque. Over-lubricated fasteners torqued to a dry specification is a common and genuine cause of bolt failure.
A torque calculation typically carries ±25–30% uncertainty in the resulting preload, driven almost entirely by the friction assumption. A torque wrench under ISO 6789 is usually accurate to about ±4% to ±6%. The calculator and the friction model — not the wrench — dominate the error, so verifying the lubrication condition matters more than buying a more accurate tool.
Proof load is the maximum tensile load a fastener sustains without measurable permanent set, typically 85 to 92 percent of yield load. It is used as the design reference because it keeps the bolt elastic. Yield strength is the stress at which the material begins to deform permanently. Tightening to 70 to 75 percent of proof load leaves margin for the uncertainty in torque-to-preload conversion.