Scenes¶

Explore this gallery of scenes for inspiration to create science animation.

Fibonacci Spiral¶

There is a fascinating relation between the Fibonacci sequence and natural patterns. A remarkable example is the Fibonacci spiral, which is constructed by adding arcs of quarter circles with radii corresponding to Fibonacci numbers, making a beautiful mathematical pattern often observed throughout nature.

Koch Curve¶

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In mathematics, the intriguing concept of self-similarity emerges, wherein an object bears resemblance, either entirety or partially, to a smaller iteration of itself. A remarkable illustration of this phenomenon is the Koch Curve, showcasing the beauty of complexity inherent in self-similar geometric patterns.

Cycloids¶

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Learn how a circle rolls along a straight line, creating a cycloid, and explore its variations: epicycloid and hypocycloid, formed when they roll along the outside or inside edge of another circle. Perfect for anyone curious about the geometry of rolling circles.