Ski Edge Geometry: Radius, Tilt & Force Models
Explore ideal ski sidecut radius and edge tilt, invert the radius relationship, and separate horizontal-turn force inclination from ski edge angle.
Use this result well
- Inputs that matter
- Sidecut radius (m), Ski tilt θ (degrees), Source and model context, Sources and assumptions, and 5 more
- Output to expect
- Ideal edge curvature from tilt, Ideal tilt from radius ratio, Level-turn force inclination
- Check the units and required inputs before comparing results.
- Keep the assumptions with a copied result so you can reproduce the calculation later.
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Reference & details
How it works
Updated September 2026
How it works
Updated September 2026Explore an ideal geometric model
For a circular sidecut bent into full contact with a rigid planar surface, ideal radius equals sidecut radius times cosine of ski tilt. The inverse requires a positive model radius no greater than sidecut radius. Real ski trajectories need not satisfy that restriction.
Keep force inclination separate
For constant-speed horizontal circular motion, acceleration is speed squared divided by radius. The resultant support-force inclination from vertical is atan(acceleration/gravity), using 9.80665 m/s². This is not the ski edge tilt on a slope.
Updated: September 2026
FAQ
About Ski Edge Geometry: Radius, Tilt & Force Models
Explore ideal ski sidecut radius and edge tilt, invert the radius relationship, and separate horizontal-turn force inclination from ski edge angle.