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Curves & geometryWatch the drawing↗
160 Rows Twist Into a Mathematical Horn
BEHIND THE WORK
Can one continuous line twist a mathematical surface into a helical horn?
Two inputs move each point. The angle u travels around the surface while v moves from the rim toward the tip. The sine terms wrap each row into a circle, the logarithm bends the profile into a horn, and the +bu term lifts each turn into a helix. A single serpentine path scans 160 rows before the completed Dini surface rotates in 3D.
Artismathic turns equations into visual art—one function at a time.
Music: 'Moonlight Magic' by Asher Fulero
#MathArt #DiniSurface #ParametricArt
THE MATHEMATICAL RULE
WATCH IT COME TO LIFE
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