Bolt Load Calculator

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Engineering · Fasteners

Bolt Load Calculator

Find how much tension, shear or combined load a bolt — or a group of bolts — can actually carry, with allowable capacity, a clear pass / fail against your applied load, and the minimum number of bolts you need.

How to Calculate Bolt Load Capacity

This bolt load calculator answers the question a torque value cannot: not how tight the bolt is, but how much load it can carry. It works out the tension and shear a fastener can take from its tensile stress area and tensile strength, divides by your factor of safety to get an allowable load, multiplies across the bolt group, and tells you plainly whether the connection passes — and the minimum number of bolts it would take if it does not.

Bolt Tension and Shear Strength

Tensile capacity uses the tensile stress area At (smaller than the shank, because of the threads) and the bolt’s ultimate strength Fu:

Tension: Rn = Fu × At
Shear: Rn = 0.60 × Fu × Ashear × (planes)

Shear strength is about 60% of tensile strength. Use the full shank area when the threads are excluded from the shear plane, and the reduced stress area when they are included. A bolt in double shear carries twice as much because two planes resist the load. The allowable load is the nominal capacity divided by the factor of safety (2.0 by default, matching the usual AISC value for bolts).

Worked example

Four 1/2-13 Grade 5 bolts (At = 0.1419 in², Fu = 120 ksi) in tension at a factor of safety of 2.0:

Rn = 120 × 0.1419 = 17,028 lb per bolt → allowable 8,514 lb each
Group of four = 34,056 lb. Against a 20,000 lb pull that is ~58% utilization — a comfortable PASS, and only 3 bolts are strictly required.

Combined Tension and Shear

When a bolt carries tension and shear at once, neither check alone is enough. The calculator uses the standard interaction:

(T / Tcap)² + (V / Vcap)² ≤ 1.0

A result under 1.0 passes; the further below, the more margin. This is the realistic case for bracket and hanger connections, where a load pulls and shears the bolts together.

How Many Bolts Do I Need?

Rather than guess, the bolt group calculator divides the total applied load by the allowable capacity of one bolt and rounds up, so you get the minimum bolt count directly. Increase the bolt size, step up the grade (Grade 5 to Grade 8, or Class 8.8 to 10.9), add bolts, or move threads out of the shear plane — each raises capacity in a predictable way.

Frequently Asked Questions

What is the difference between bolt torque and bolt load?

Torque is how hard you tighten a bolt to create clamp force; bolt load capacity is how much external tension or shear the bolt can resist before failing. This page handles capacity; pair it with the Bolt Torque Calculator for tightening.

Should threads be in or out of the shear plane?

Excluding threads from the shear plane uses the larger shank area and gives more shear capacity. Including them is the conservative, common assumption for shorter bolts.

What grade are most structural bolts?

SAE Grade 5 / metric Class 8.8 are the everyday workhorses; Grade 8 / Class 10.9 and 12.9 are high-strength. The calculator carries the tensile strength for each.

Does this include bearing on the plate?

Yes – the shear mode checks bearing on the connected material (2.4 Fu d t) and reports whichever limit, bolt shear or plate bearing, governs.

Capacities are based on nominal fastener strengths divided by a user factor of safety and are intended for preliminary design and education. They do not cover slip-critical connections, prying action, fatigue, eccentric or moment-loaded bolt groups, or code-specific resistance factors. Verify all structural connections against the governing code and a qualified engineer.
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The calculators and tools on Formula Factory are provided for general guidance and informational purposes only. Results are estimates based on standard formulas and the values you enter — they do not constitute professional engineering, electrical, or architectural advice. Always verify calculations with a qualified professional before making decisions for any safety-critical, code-compliance, or commercial application. Formula Factory makes no representations or warranties as to the accuracy or completeness of any result, and accepts no liability for errors, omissions, or any outcomes arising from reliance on this information.