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How to Determine the Max Torque for a Screw

You may determine the maximum, or max, torque for a screw with the mathematical formula T = K x D x P. The formula's "T" is the targeted torque for the screw measured in inch pounds. "K" in the formula is the screw's coefficient of friction, which is the estimated ratio of the force of friction between two bodies and the force pressing them together. "D" is the screw's diameter in inches, and "P" is the screw's tensile load, or pulling force, in pounds.

Applying proper torque can prevent a screw from breaking.

Step 1

Find the screw's diameter, or D, by reading the information on the screw's packaging or measuring the screw. If the packaging specifies 8-32, for example, then the screw's diameter is 8 and its thread count is 32. To find the diameter by measuring, measure the screw's shank, which is between its head and threaded portion.

Step 2

Determine the coefficient of friction, or K, by researching the specific screw. That method is much easier than calculating bolt preload and friction. Coefficient of friction is always an estimate. Common K factors are 0.20 for plain screws, 0.22 for zinc-plated screws and 0.10 for lubricated screws. Charts are available online and in hardware stores.

Step 3

Find the screw's tensile load, or P. Tensile load is the stress at which a screw fails. Numbers most often used for tensile load are 5.8, 8.8 and 10.9, which mirrors the grade of a screw. The number before the decimal is the tensile load divided by 100. So a 5.8 screw's tensile load is 500, and its tensile yield strength is 400 because 0.8 x 500 is 400. The 5.8 screw has a tensile load of 500 and a tensile yield of 0.8. Tensile load multiplied by tensile yield load results in an ultimate strength of 400. A screw's tensile load is often evident when the screw is purchased.

Step 4

Place the screw's coefficient of friction (K), diameter (D) and tensile load (P) in the equation T = K x D x P. T remains the targeted torque. Multiply K by D by P to find T. If, for example, a screw's K is 0.22, its D is 0.75 and its P is 23.046 lbs., then the equation to determine the screw's maximum torque is T = 0.22 x 0.750 x 23.046.