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Torque Wrench Extension Calculator for N·m, ft·lb, and metric units. Calculate wrench settings with inline or angled extensions using the correct formula.
| Equation | Purpose | Notes |
|---|---|---|
| T_set = T_target × L ÷ (L + E) | Wrench setting, straight in-line extension | θ = 0° |
| T_set = T_target × L ÷ (L + E·cosθ) | Wrench setting, angled crowfoot/adapter | General case |
| T_actual = T_set × (L + E·cosθ) ÷ L | Actual fastener torque from a known wrench setting | Reverse calculation |
| E_eff = E·cosθ | Effective extension along the wrench's force line | 0°→max, 90°→0, 180°→−E |
A Torque Wrench Extension Calculator helps you find the correct torque wrench setting when you use an extension, crowfoot, or adapter. The added length can change the effective lever arm and the torque applied to the fastener.
Our calculator makes this calculation simple. Enter the torque wrench length, extension length, torque value, and extension angle when needed. The calculator then gives the required wrench setting or actual fastener torque.
It supports common units such as N·m, ft·lb, in·lb, and kg·m. It also supports metric and imperial length units.
The calculator uses the effective extension first.
E_eff = E × cos(θ)
Then calculate the effective lever length:
L_eff = L + E_eff
So:
L_eff = L + E × cos(θ)
For a forward calculation, where you know the required fastener torque:
T_set = T_target × L / (L + E × cos(θ))
Here, T_set is the torque wrench setting, T_target is the required fastener torque, L is the torque wrench length, E is the extension length, and θ is the extension angle.
For a reverse calculation:
T_actual = T_set × (L + E × cos(θ)) / L
For a straight in-line extension, θ = 0°.
Since cos(0°) = 1:
E_eff = E
The formula becomes:
T_set = T_target × L / (L + E)
At 90°, cos(90°) = 0. Therefore:
E_eff = 0
In the calculator's geometry, this means no lever-arm correction is needed.
Suppose a torque wrench is 400 mm long. You use a 50 mm in-line crowfoot extension. The required fastener torque is 100 N·m.
Because the extension is in line:
θ = 0°
E_eff = 50 × cos(0°)
E_eff = 50 mm
Now find the effective lever length:
L_eff = 400 + 50
L_eff = 450 mm
Apply the torque wrench extension formula:
T_set = 100 × 400 / 450
T_set = 88.89 N·m
So, the required torque wrench setting is approximately 88.89 N·m.
The reverse calculation gives the same result:
T_actual = 88.89 × 450 / 400
T_actual = 100 N·m
This shows how a torque wrench with an extension changes the required wrench setting when the extension increases the effective lever length.
A Torque Wrench Extension Calculator saves time and helps prevent incorrect torque settings. The key calculation is based on the effective extension:
E_eff = E × cos(θ)
Then:
T_set = T_target × L / (L + E × cos(θ))
For an in-line crowfoot or adapter, use θ = 0°. For a 90-degree setup, the cosine term becomes zero under this calculator's geometry.
Whether you need a torque wrench socket extension calculator, torque wrench crowfoot extension calculator, torque wrench extender calculator, or a metric or ft-lb calculation, the same core method applies.
It calculates the correct torque wrench setting or actual fastener torque when an extension changes the effective lever length.
The forward formula is:
T_set = T_target × L / (L + E × cos(θ))
Under this calculator's geometry, a 90-degree extension has cos(90°) = 0, so it produces no lever-arm correction.
Yes. The calculator supports N·m, ft·lb, in·lb, and kg·m.
For an in-line extension, θ = 0°, so:
T_set = T_target × L / (L + E)
A simple drive-axis socket extension does not necessarily increase the lever arm. The correction here applies when the attachment geometry increases the distance from the torque wrench drive to the fastener.
It is the effective part of the extension that changes the torque wrench's lever arm in the calculator's geometry.
Yes. Enter the torque wrench length, adapter or extension length, required torque, and angle when applicable.