Drawing a nearly square shape with epicycles. Epicycles are small circles whose centers move along larger ones, used to create complex curves through simple rotations. | Archimedes Laboratory
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Drawing a nearly square shape with epicycles. Epicycles are small circles whose centers move along larger ones, used to create complex curves through simple rotations. | Archimedes Laboratory
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Maths Empire on Instagram: "⚙️ Fourier Epicycles: Drawing with Circles! 🌀✨ • Fourier epicycles show how combining rotating circles can trace out incredibly complex shapes. From waves to portraits—it’s all hidden in circles! 🎨📈 • Why it’s awesome: They prove that any curve, no matter how detailed, can be built from simple circular motion. 🌌 • Where it’s used: 🎵 Music & sound – Breaking signals into frequencies 📡 Engineering – Compression & communications 🎬 Animation – Creating smooth, loop
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Maths Empire on Instagram: "⚙️ Fourier Epicycles: Drawing with Circles! 🌀✨ • Fourier epicycles show how combining rotating circles can trace out incredibly complex shapes. From waves to portraits—it’s all hidden in circles! 🎨📈 • Why it’s awesome: They prove that any curve, no matter how detailed, can be built from simple circular motion. 🌌 • Where it’s used: 🎵 Music & sound – Breaking signals into frequencies 📡 Engineering – Compression & communications 🎬 Animation – Creating smooth, loop
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Instagrammaths.empire
Maths Empire on Instagram: "⚙️ Fourier Epicycles: Drawing with Circles! 🌀✨ • Fourier epicycles show how combining rotating circles can trace out incredibly complex shapes. From waves to portraits—it’s all hidden in circles! 🎨📈 • Why it’s awesome: They prove that any curve, no matter how detailed, can be built from simple circular motion. 🌌 • Where it’s used: 🎵 Music & sound – Breaking signals into frequencies 📡 Engineering – Compression & communications 🎬 Animation – Creating smooth, loop
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Maths Empire on Instagram: "⚙️ Fourier Epicycles: Drawing with Circles! 🌀✨ • Fourier epicycles show how combining rotating circles can trace out incredibly complex shapes. From waves to portraits—it’s all hidden in circles! 🎨📈 • Why it’s awesome: They prove that any curve, no matter how detailed, can be built from simple circular motion. 🌌 • Where it’s used: 🎵 Music & sound – Breaking signals into frequencies 📡 Engineering – Compression & communications 🎬 Animation – Creating smooth, loop
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Instagrammaths.empire
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