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Bend radius chart

V width, the inside radius it produces and the force needed, by material and by thickness. The formulas are shown under the table: you can check every value rather than take our word for it.

Les trois formules · Mild steel (S235)

V width
V ≈ 8 × t
the workshop rule, in multiples of the thickness
Inside radius
Ri ≈ 0.16 × V
it follows from the V, it is not something you order
Bending force
F ≈ 1.42 × Rm × t² / V
Rm = 400 N/mm² for this material
ThicknessV widthInside radiusForce per metreForce over 1,000 mm
1 mm8 mm1.28 mm7 t/m7.2 t
1.5 mm12 mm1.92 mm11 t/m10.9 t
2 mm16 mm2.56 mm14 t/m14.5 t
2.5 mm20 mm3.2 mm18 t/m18.1 t
3 mm24 mm3.84 mm22 t/m21.7 t
4 mm32 mm5.12 mm29 t/m29 t
5 mm40 mm6.4 mm36 t/m36.2 t
6 mm48 mm7.68 mm43 t/m43.4 t
8 mm64 mm10.24 mm58 t/m57.9 t
10 mm80 mm12.8 mm72 t/m72.4 t

Indicative values, air bending. They depend on your tooling, the condition of your dies and the grain direction of the sheet. Always check your press capacity before starting a run.

The three formulas behind the table

V width

V ≈ 8 × t

The workshop rule. A narrower V gives a tighter radius but needs more force and marks the material more. A wider V does the opposite.

Inside radius produced

Ri ≈ 0.16 × V

In air bending the radius is not set by the punch: it follows from the V width. That is why a customer cannot demand any radius they like without changing tooling.

Bending force

F ≈ 1.42 × Rm × t² / V

In newtons per millimetre, converted here to tonnes per metre. Thickness is squared: going from 2 to 4 mm does not double the force, it quadruples it.

Your constraints, applied before the quote goes out

Koventor knows your materials, your thicknesses, your Vs and your radii. A part your press cannot bend is refused at entry, not discovered on the shop floor.

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