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Quasicrystal

Quasicrystal


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Quasicrystal

Quasicrystal. Computer model of a quasicrystal pattern. The crystals are a type of solid structure where there is long-range order with five-fold symmetry, which results in a non- repeating pattern. The crystal patterns, first discovered in aluminium-manganese alloys in 1984, are generated according to rules related to the Fibonacci sequence and the golden ratio

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

Media ID 6291581

© ERIC HELLER/SCIENCE PHOTO LIBRARY

Golden Ratio Mathematical Mathematics Pattern Patterned Repeated Repeating Repetition Symmetry Tiles Computer Artwork Tiling


EDITORS COMMENTS
This print showcases the mesmerizing beauty of a quasicrystal pattern, brought to life through computer modeling. Quasicrystals are a unique type of solid structure that exhibit long-range order with five-fold symmetry, resulting in an intriguing non-repeating pattern. Discovered in 1984 within aluminium-manganese alloys, these crystal patterns adhere to rules associated with the Fibonacci sequence and the golden ratio. The intricate design depicted in this artwork is a testament to the elegance found within mathematical principles. The symmetrical arrangement and repeated motifs create a visually striking composition that seamlessly blends art and science. Each tile fits harmoniously into its surroundings, forming an exquisite tiling reminiscent of ancient geometric patterns. As we delve deeper into this image, we are reminded of how mathematics can manifest itself as art. The precise calculations behind this quasicrystal's formation give rise to its enchanting aesthetic appeal. Its inherent complexity invites us to explore further and appreciate the hidden intricacies embedded within nature's own blueprint. This thought-provoking piece serves as a reminder that even seemingly random phenomena can be governed by underlying mathematical laws. It encourages us to embrace both creativity and logic, finding inspiration in unexpected places where science meets art.

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