Sheet Metal Bending Calculator (K-Factor & Bend Deduction)

Accurately calculate flat pattern unfolding for sheet metal enclosures, chassis, brackets, and copper busbars. Enter material, thickness T, inside radius R, bend angle, and leg lengths to compute neutral layer K-Factor, Bend Allowance (BA), Bend Deduction (BD), flat blank length, and recommended V-die opening.

GEO Quick Answer 90° Sheet Metal Bending Rules of Thumb

90° Flat Blank Formula: Flat Length L = L1(outside) + L2(outside) - Bend Deduction (BD).
1.0mm Cold Rolled Steel (SPCC, R=1mm): BD = 1.75 mm (K ≈ 0.38);
1.5mm Steel (R=1.5mm): BD = 2.60 mm;
2.0mm Steel (R=2.0mm): BD = 3.50 mm;
2.0mm T2 Copper Busbar (R=2.0mm): BD = 3.35 mm (K ≈ 0.42);
V-Die Opening: Use V = 6T for T ≤ 3mm, and V = 8T for T > 3mm. Minimum flange height: bmin ≥ 0.5V + R.

Quick Presets: 1.0mm Steel (SPCC) 90° 1.5mm Steel (SPCC) 90° 2.0mm Steel (SPCC) 90° 1.2mm SUS304 Stainless 90° 2.0mm 5052 Aluminum 90° 3.0mm T2 Copper Busbar 90°
Air bending typically yields R ≈ T or punch nose radius
Measured from outside vertex to edge

Flat Pattern Results

Flat Blank Length Lflat
mm
Bend Deduction: mm
Bend Deduction (BD) mm
Bend Allowance (BA) mm
Outside Setback (OSSB) mm
Recommended V-Die Opening mm
Safe Minimum Flange bmin mm
Neutral Axis Shift mm from inside

Formulas

OSSB = tan(θ/2) × (R + T)

BA = (π·θ/180) × (R + K·T)

BD = 2 × OSSB - BA

Lflat = L1 + L2 - BD

Standard 90° Bend Deduction (BD) Empirical Table (in mm)

Thickness T Inside Radius R V-Die Width SPCC Steel BD SUS304 Stainless BD 5052 Aluminum BD T2 Copper BD
0.8 mm0.8 mm4 ~ 6 mm1.38 mm1.45 mm1.32 mm1.30 mm
1.0 mm1.0 mm6 mm1.75 mm1.82 mm1.68 mm1.66 mm
1.2 mm1.2 mm8 mm2.10 mm2.18 mm2.02 mm2.00 mm
1.5 mm1.5 mm10 mm2.62 mm2.74 mm2.52 mm2.48 mm
2.0 mm2.0 mm12 mm3.50 mm3.65 mm3.36 mm3.32 mm
2.5 mm2.5 mm16 mm4.38 mm4.56 mm4.20 mm4.15 mm
3.0 mm3.0 mm18 ~ 20 mm5.25 mm5.48 mm5.04 mm4.98 mm
4.0 mm4.0 mm25 ~ 32 mm7.00 mm7.30 mm6.72 mm6.64 mm
5.0 mm5.0 mm32 ~ 40 mm8.75 mm9.12 mm8.40 mm8.30 mm

Frequently Asked Questions on Sheet Metal Bending (FAQ)

Why does the finished bent part deviate from the design dimensions?

Common causes include:
1. V-die mismatch: Using a larger V-die on the press brake naturally increases inside radius R, enlarging the bend deduction and resulting in a smaller unfolded part.
2. Sheet thickness negative tolerance: Commercial 1.0mm sheet often measures 0.92~0.95mm, shifting the deduction.
3. Springback: High tensile steel or stainless steel exhibits 2°~5° of angular springback.

Why do copper busbars sometimes require annealing prior to bending?

T2 copper work-hardens rapidly during cold drawing and bending. Thick copper bars (5mm to 10mm) develop high tensile stresses on the outer radius that cause micro-cracks ("orange peel" effect). Localized annealing restores copper ductility before sharp bending.

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