When a milling cutter uses less than half its diameter radially, the curved cutting path can produce a maximum chip thinner than the programmed feed per tooth. Radial chip-thinning compensation increases programmed feed so the target maximum chip thickness is restored.
Compensation factor = D ÷ [2 × √(ae × (D − ae))]
Apply this form only when radial width ae is below D/2; at or above 50% engagement, the calculator uses a factor of 1.
Radial engagement and chip thickness
At a 50% radial width, the cutter reaches the point where the geometric maximum chip thickness corresponds to programmed feed per tooth for this simplified model. As engagement decreases, the cutter exits before reaching that thickness. The factor is the ratio required to recover the target.
Worked example at 10% engagement
For a 10 mm cutter, 1 mm radial width, and target maximum chip thickness of 0.05 mm:
factor = 10 ÷ [2 × √(1 × 9)] = 1.6667.adjusted fz = 0.05 × 1.6667 = 0.0833 mm/tooth.- At 6,000 RPM and four effective flutes:
feed = 0.0833 × 6,000 × 4 ≈ 2,000 mm/min.
The uncorrected feed would be 1,200 mm/min, so the geometric correction is significant in this constant 10% engagement example.
Convert the adjusted chip load to table feed
Use vf = fz,adj × RPM × effective teeth. The result assumes the machine can achieve the commanded feed and the engagement remains stable long enough for that value to matter.
Do not apply one factor to the whole toolpath
A feed increase calculated for a light side cut can overload the tool when it enters a slot, corner, rest material, or other high-engagement region. Modern CAM systems may vary feed with engagement; a manual global multiplier is not equivalent.
- Use the actual radial width at the point being evaluated.
- Remove or reduce compensation where engagement rises.
- Check runout, tool overhang, acceleration, workholding, and chip evacuation.
- Follow current toolmaker recommendations for maximum feed per tooth.
- Prove the strategy with spindle load, sound, chip form, size, and finish.
Technical references
Published and formula-checked by MfgWorkbench. Last reviewed September 15, 2026. See our editorial method.