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Solid of revolution, artwork C016 / 8877

Solid of revolution, artwork C016  /  8877


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Science Photo Library

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Solid of revolution, artwork C016 / 8877

Solid of revolution, computer artwork. A solid of revolution is a solid form (yellow) made by rotating an area bounded by a curve (red) around an axis (here it is the y axis) that lies on the same plane

Science Photo Library features Science and Medical images including photos and illustrations

Media ID 9245375

© RUSSELL KIGHTLEY/SCIENCE PHOTO LIBRARY

Area Axes Axis Bounded Calculus Curve Figure Form Function Geometrical Geometry Math Mathematical Mathematics Maths Plane Plane Curve Revolution Rotate Rotating Rotation Shape Solid Solid Of Revolution Solids Of Revolution Volume


EDITORS COMMENTS
This print titled "Solid of Revolution, Artwork C016 / 8877" showcases a mesmerizing blend of art and mathematics. Against a striking black background, an intricate illustration unfolds before our eyes. At the center of attention is a vibrant yellow solid form, meticulously crafted through rotation. This solid of revolution takes shape by rotating an area bounded by a vivid red curve around the y-axis, which lies on the same plane. The artwork beautifully captures the essence of geometry and calculus, showcasing how mathematical concepts can be transformed into visually stunning creations. The interplay between the curved boundaries and rotational axis creates an intriguing figure that exemplifies both precision and creativity. As we delve deeper into this image, it becomes evident that every element has been thoughtfully composed to highlight the beauty inherent in mathematical principles. The combination of colors - from the bold yellows to the intense reds - adds depth and dimension to this geometrical masterpiece. Through this artwork, artist Russell Kightley invites us to explore not only its aesthetic appeal but also encourages contemplation about fundamental mathematical concepts such as volume, function, and shape. It serves as a reminder that mathematics extends beyond mere calculations; it possesses its own unique artistic allure capable of inspiring awe and fascination in those who encounter it.

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