Curvature and torsion of the cylindrical circular helix
Dicembre 7th, 2020 | by Marcello Colozzo |
Esercizio di geometria differenziale
Determinare la curvatura e la torsione dell'elica circolare cilindrica:
x=R*cos(φ), y=R*sin(φ), z=λ*φ
dove R > 0, λ > 0 sono parametri assegnati.
Exercise of differential geometry
Determine the curvature and torsion of the cylindrical circular helix:
x=R*cos(φ), y=R*sin(φ), z=λ*φ
where R > 0, λ > 0 are assigned parameters.
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Tags: Curvature and torsion of the cylindrical circular helix
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