Uniform tiling pattern
Wall Art and Photo Gifts from Science Photo Library
Uniform tiling pattern
Uniform tiling pattern. This tiling pattern is called truncated hexagonal tiling and has one triangle and two dodecagons (12 sides) on each vertex (corner). It is semiregular because the lines converging at each vertex divide the surrounding space into angles of differing proportions
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Media ID 6303265
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Convex Geometrical Geometry Mathematical Mathematics Pattern Patterned Patterns Primary Colours Repeating Repetition Repetitive Triangle Two Dimensional Archimedean Platonic Triangles
EDITORS COMMENTS
This print showcases a mesmerizing uniform tiling pattern known as truncated hexagonal tiling. The intricate design features a combination of one triangle and two dodecagons (12 sides) on each vertex, creating a visually stunning arrangement. This particular tiling pattern falls under the category of semiregular due to the lines converging at each vertex, dividing the surrounding space into angles of varying proportions. The geometric precision displayed in this image highlights the beauty and complexity found within mathematics and geometry. With its repetitive nature and symmetrical composition, this two-dimensional pattern exhibits both order and harmony. The use of primary colors further enhances its visual appeal, adding vibrancy to an already captivating design. Drawing inspiration from archimedean and platonic principles, this uniform tiling pattern is meticulously repeated across the entire surface, resulting in an aesthetically pleasing display that seamlessly blends art with mathematical concepts. Its presence evokes a sense of balance and symmetry while showcasing the elegance found within geometrical structures. Captured by Science Photo Library, this print serves as a testament to the timeless allure of patterns in our world. Whether admired for their aesthetic qualities or appreciated for their mathematical significance, these repeating motifs continue to fascinate viewers with their inherent beauty and complexity.
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