
2017 Two-V Die, 60°
Amada-style die with 16 mm and 20 mm V openings and a listed 60 T/m maximum.
From $241 CAD
View Two-V Die →
Use this press brake tonnage calculator to estimate the air-bending force required from material thickness, bend length, V-die opening and material type. It reports US tons per foot, total US tons, metric tonnes, force in kN, estimated natural inside radius and minimum flange. Use the result for planning only, then confirm the job with the machine and tooling manufacturers' charts.

Enter the actual job dimensions. The default example is 3 mm mild steel, a 24 mm V opening and a 1,000 mm bend.
Enter values and calculate.
For common mild-steel air bending, Mate Precision publishes the imperial relationship below. The calculator applies the formula in inches and US tons, then converts the result for metric users.
The mild-steel baseline assumes approximately 60,000 psi tensile strength. Mate's reference chart uses factors of 0.50 for aluminum, 1.00 for mild steel and 1.50 for stainless steel. Those are planning factors, not a substitute for the actual alloy specification.

| Input | Effect on estimated force | Important check |
|---|---|---|
| Material thickness | Force rises with thickness squared. | Use measured thickness, not nominal gauge alone. |
| Bend length | Total force rises directly with bend length. | Check machine capacity over the actual working length. |
| V opening | A wider opening reduces air-bending force. | It also changes radius and minimum flange. |
| Material strength | Higher tensile strength requires a higher factor. | Confirm the actual grade and temper. |
| Forming method | Bottoming and coining can require far more force. | This calculator is not valid for those methods. |
A safe setup cannot be selected from tonnage alone. Wilson Tool's reference chart pairs force with V opening, estimated inside radius and minimum flange. Mate publishes natural-radius starting factors of about 0.156× V for cold-rolled steel, 0.14× V for aluminum and 0.21× V for stainless. The common minimum-flange reference is about 0.707× V for a 90-degree air bend.

Use the V-die opening guide to select a starting opening before calculating force.

For 3 mm mild steel, a 24 mm V opening and a 1,000 mm bend, the imperial formula is evaluated after unit conversion. The result is approximately 8.49 US tons per foot and 27.85 US tons total over 1,000 mm. The estimated natural inside radius is about 3.74 mm and the reference minimum flange is about 16.97 mm. These are planning estimates; a manufacturer's chart may round or adjust the result.
Calculator results do not establish compatibility. Verify tooling style, dimensions, V opening, angle and load rating before ordering.

Amada-style die with 16 mm and 20 mm V openings and a listed 60 T/m maximum.
From $241 CAD
View Two-V Die →
Single-V insert with a 10 mm opening for compatible lower holders.
From $250 CAD
View Self-Centering Die →
Wila-style return-flange clearance option with a listed 65 T/m maximum.
From $503 CAD
View Gooseneck Punch →It depends on material strength, thickness, V opening and bend length. Calculate total load and load per foot, then verify both against the machine and tooling manufacturers' ratings.
Generally yes in air bending, but it also increases the natural inside radius and minimum supported flange.
It provides a 1.5 reference factor from Mate's chart. Actual stainless grades vary, so confirm the tensile strength and approved manufacturer chart.
No. The calculator is for air bending only. Bottoming and coining use different force relationships and can require substantially more load.
Continue learning: Read the complete tooling selection guide or compare press brake tooling styles.
Flat-pattern planning: Continue with the press brake bend allowance, K-factor and bend deduction guide.
Learn how the V opening and material affect natural inside radius, why a bend opens after unloading, and how to confirm compensation with a controlled test coupon.
Use the metric and imperial air-bending charts for mild steel, stainless and aluminum, then enter the exact bend length in the calculator.