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Can Two Frequencies Draw a Mandala?
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Can Two Frequencies Draw a Mandala?

翻訳の準備中は英語の原文を表示しています。

作品について

Can two frequencies draw a mandala?

This piece combines two counter-rotating harmonics: x = 2.8 cos 3t + 1.15 cos 11t and y = 2.8 sin 3t − 1.15 sin 11t, with z = 0.22 sin 14t adding a subtle woven depth. The difference between the frequencies creates a fourteen-fold radial rhythm from one continuous closed curve.

Artismathic turns equations into visual art—one function at a time.

Music: 'Amber' by VYEN

#MathArt #Harmonics #GenerativeArt

作品を生み出す数式

x=2.8cos3t+1.15cos11tx = 2.8 cos 3t + 1.15 cos 11ty=2.8sin3t−1.15sin11ty = 2.8 sin 3t − 1.15 sin 11tz=0.22sin14t,0≤t≤2πz = 0.22 sin 14t, 0 ≤ t ≤ 2π
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