Sheet Metal Flat Blank Length Calculator
This calculator converts outside leg dimensions into a flat blank length for sheet metal parts. Enter the sum of the outside legs, thickness, inside radius, bend angle and K-factor. It returns bend allowance, outside setback, bend deduction and the developed length.
Your numbers
Add every leg measured to the virtual sharp (outside mold line) of each bend.
A 90 degree bend is an L-shape. 0 means the part stays flat.
Neutral axis position as a fraction of thickness. 0.33 to 0.45 is typical for air bending.
All bends are assumed to share the same angle, radius and thickness.
Your results
Results are theoretical. Confirm K-factor with a test bend on the actual material, tooling and press brake before cutting production blanks.
Flat blank length vs K-factor
Sweeps K-factor from 0.25 to 0.5, holding your other inputs fixed.
Bend tables from your own parts
Send us a few measured test bends and we can suggest a K-factor table for your materials and tooling. Optional.
Optional. The tool and every export work without this. No spam.
How to use the calculator
Measure each leg from the outside surface to the virtual sharp, the point where the two outside surfaces would meet if the bend were sharp. Add the legs together and enter the total. Set thickness, inside radius and the bend angle as the deflection from flat, so an L-bracket is 90. If all bends match, set the number of bends and the calculator subtracts one bend deduction per bend. Read the flat blank length from the primary result and use the sweep chart to see how sensitive the length is to your K-factor assumption.
The formulas behind it
Bend allowance is the arc length of the neutral axis: BA = angle in radians times (inside radius + K times thickness). Outside setback is tan(angle / 2) times (inside radius + thickness). Bend deduction is twice the outside setback minus the bend allowance. The flat length is the sum of outside legs minus bend deduction for every bend. For a 90 degree bend the setback equals radius plus thickness, which makes the maths easy to check by hand.
- BA = angle (rad) x (Ri + K x t)
- OSSB = tan(angle / 2) x (Ri + t)
- BD = 2 x OSSB - BA
- Flat = sum of outside legs - n x BD
Worked example and common mistakes
A 2 mm steel bracket with 100 mm and 60 mm outside legs, a 2 mm inside radius and K of 0.33 gives BA = 1.5708 x (2 + 0.66) = 4.18 mm. Setback is 4 mm, so BD = 8 - 4.18 = 3.82 mm and the flat length is 160 - 3.82 = 156.18 mm. Common errors are measuring legs to the tangent line instead of the virtual sharp, entering the included angle instead of the deflection, and assuming one K-factor suits every material, tool and radius.
- Use the deflection angle, not the included angle
- Measure legs to the virtual sharp
- Validate K-factor with a sample bend
Frequently Asked Questions
What is the difference between bend allowance and bend deduction?
Bend allowance is the length of the neutral axis through the bend and is added to the flat legs. Bend deduction is subtracted from the sum of outside legs. They describe the same bend from two measurement conventions, linked by BD = 2 x setback - BA.
What K-factor should I use?
Many shops start near 0.33 for tight radii and 0.40 to 0.45 for larger radii relative to thickness. The right value depends on material, tooling and bend method, so measure a test part and back-calculate K.
Does this work for angles other than 90 degrees?
Yes. Select 30, 45, 60, 90, 120 or 135 degrees of deflection. The tool uses the exact tangent of half the angle for the setback and the full angle for the bend allowance.
Can I use inches?
The formulas are unit independent. Enter all lengths in inches and read the result in inches, as long as every dimension uses the same unit.
If flat pattern data lives in CAD and bend tables live in a spreadsheet, we can connect them to your ERP routing and BOM so blank sizes and material usage flow into quotes automatically.
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