Helical Ramp Angle
Calculate the Z-axis plunge per revolution (Z-Drop) or determine the effective ramp angle to prevent breaking your end mills.
Interpolation Results
Z-Drop Per Revolution
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inEffective Ramp Angle
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°
Tool Center Path Circumference:
-- in
Unwrapping the Helix
The Geometry
When you interpolate a hole, the center of the tool travels in a circle smaller than the hole. The circumference of this center path is:
$C = \pi \times (D_{hole} - D_{tool})$.
If you "unwrap" this path into a straight line, you get a right triangle where the base is the circumference, the height is the Z-Drop, and the slope is the ramp angle.
Why it Matters
- Insert Damage: Non-center-cutting indexable tools will shatter if you plunge steeper than their rated max angle because the non-cutting center web hits the material.
- Chip Evacuation: Steeper angles require more chip clearance.