K-Factor Calculator

K-Factor Calculator

Calculate sheet metal bending parameters including bend allowance, bend deduction, and outside setback. Essential for fabricators and machinists working with precise metal bending.

Last updated: March 2026

Bend Parameters

Typical: 0.33 (Soft) to 0.50 (Hard)

Bend Allowance

0.2392"

Bend Deduction

0.1348"

Outside Setback

0.187"

Neutral Axis Radius

0.1523"

What is K-Factor?

K-factor is a critical parameter in sheet metal bending that represents the position of the neutral axis as a ratio of material thickness. It is expressed as a decimal between 0 (at the inside surface) and 1 (at the outside surface). For most materials, K-factor typically ranges from 0.33 to 0.50. The neutral axis is the theoretical line in the material that neither stretches nor compresses during bending—it's the key to accurate flat pattern calculations.

Different materials have different K-factors due to their specific properties: soft aluminum bends more easily (lower K-factor ~0.33), while hard steel resists bending more (higher K-factor ~0.50). The K-factor is essential for calculating the bend allowance—the length of arc along the neutral axis—which determines how much material is consumed in the bending process and affects the final flat pattern length.

Using the correct K-factor ensures that when a flat sheet is bent and then unbent, it returns to the correct original dimensions. Without accurate K-factor calculations, fabricators risk producing parts that don't fit specifications, leading to waste, rework, and costly errors. Modern fabrication shops often test their materials to determine precise K-factors for consistent results.

How to Calculate

Bend Allowance & Deduction Formulas

The process converts between linear measurements and bending parameters:

Neutral Axis Radius: NAR = Radius + (K × Thickness)
Bend Allowance: BA = Angle_rad × (Radius + (K × Thickness))
Outside Setback: OSSB = tan(Angle_rad ÷ 2) × (Radius + Thickness)
Bend Deduction: BD = (2 × OSSB) - BA

K-Factor Guidelines by Material

Typical K-factor values for common materials:

Soft Brass/Aluminum: 0.30 - 0.35
Mild Steel (Most Common): 0.40 - 0.45
Stainless Steel: 0.45 - 0.50
Hard Steel/Titanium: 0.47 - 0.50

Example Calculation

Calculating bend allowance for a 90° bend in mild steel:

Given:
Material: 0.062" Mild Steel
Inside Radius: 0.125"
Bend Angle: 90°
K-Factor: 0.44 (Mild Steel)
Step 1:
Calculate Neutral Axis Radius:
NAR = 0.125 + (0.44 × 0.062) = 0.125 + 0.0273 = 0.1523"
Step 2:
Convert angle to radians (90° = π/2):
Angle_rad = 90 × (π/180) = 1.5708 radians
Step 3:
Calculate Bend Allowance:
BA = 1.5708 × 0.1523 = 0.2392"
Result:
This 90° bend consumes approximately 0.2392 inches of material width

Frequently Asked Questions

How do I determine the correct K-factor?

Test your material by bending a sample, then measure the actual bend allowance versus calculated values. Adjust K-factor until calculations match reality. Professional shops create K-factor tables for each material and thickness.

Why is K-factor always between 0 and 1?

K-factor represents the position of the neutral axis between the inside surface (0) and outside surface (1) of the bent material. It can't be outside this range by definition.

Does K-factor change with bend radius?

Generally, K-factor remains relatively constant for a given material and thickness, even with different bend radii. However, extreme radii (very tight or very loose) may require slight adjustments.

What's the relationship between K-factor and Bend Deduction?

K-factor determines the neutral axis location, which affects bend allowance. Bend deduction is calculated from bend allowance using the formula: BD = (2 × OSSB) - BA.

Why do I get different results than expected?

Common causes: wrong K-factor, material thickness variations, tool wear affecting bend radius, springback (material returning after bending), or using imperial vs metric measurements inconsistently.

How does springback affect my calculations?

Springback causes bent material to partially return to its original shape. Experienced fabricators compensate by slightly over-bending. This requires empirical testing—no formula can predict exact springback.

⚠️ Disclaimer

K-factor must be empirically determined for each material, thickness, and tool combination. Results are estimates only. Springback, tool wear, material batch variations, and machine conditions all affect actual bending outcomes. Test samples on your equipment before production runs. Consult press brake operators and fabrication reference tables specific to your materials.

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