Voronoi Patterns

Math has many significant aspects. However, it wasn’t until I was assigned this assignment, that I fully understood the wide variety mathematics encompasses. Math has a specific part called Geometry, it is this section that I am going to mainly focus on. Geometry consists of shapes. These many shapes can then be put together to form patterns. They are the Golden Ratio, Fractals, Spiral Growth, and Voronoi Patterns. The Golden Ratio consists of ratios which the two larger sums are equivalent to the ratio. Fractals are infinitely complex patterns which repeat endlessly. Spiral growth is shown in nature. Voronoi Patterns help architectures design. These different aspects of Geometry are often incorporated into our everyday lives. The Golden Ratio is also known as the Golden Rectangle which is believed to be the most visually pleasing form and appears in masterpieces such as the Mona Lisa and in other art and architecture for centuries. Around 1200 AD, mathematician Leonardo Fibonacci discovered the unique properties of the Fibonacci sequence. This sequence ties directly into the Golden ratio because if you take any two consecutive Fibonacci numbers, their ratio is very close to the Golden ratio. As the numbers increase, the closer the get to the golden ratio. As the numbers decrease, the farther the …show more content…
For example, packing. When someone needs to pack a box, they use strategic placement. This allows the box to be closed without the use of glue or tape. Voronoi Patterns were first discovered in 1644 and finally used in 1860. The Voronoi Patterns allowed scientists to pinpoint exactly where an infection had started in a town in the 1700’s. The Voronoi Patterns allow people to find the original cell. The different Voronoi Patterns show magnificent beauty. When reflected across a mirror it shows the same ripples and edges that were previously shown. Voronoi Patterns are often used on