Vol. XVIII · Free shipping $75+ · Read the collection
Feature · Product Review

Gyroid Earrings (Nylon) Color:Pink This necklace is part of

Gyroid Earrings (Nylon) Color:Pink This necklace is part ofThese earrings have the structure of a gyroid. A gyroid is an example of a triply periodic surfacea shape that is equal to itself when translated in the x direction, the y direction, and the z direction. The equation of this surface is sin(x)cos(y) + sin(y)cos(z) + sin(z)cos(x) = 0; you can see that if (x,y,z) satisfies the equation, then (x+2,y,z) also satisfies the equation. This equation gives the surface a wavy structure in all three dimensions.

SKU: 51789008170 · From metron-ms.com

4.2
USD20.00 USD53.00

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Description

This necklace is part of our Knots collection which also includes the trefoil

where bits are either in the on or off position

This earring represents the number twelve

The curves that make up the spheres travel in opposite directions and are created using sinusoidal functions

Surprisingly the limiting shape of this fractal is a cube

Gyroid Earrings (Nylon) Color:Pink This necklace is part ofThese earrings have the structure of a gyroid. A gyroid is an example of a triply periodic surfacea shape that is equal to itself when translated in the x direction, the y direction, and the z direction. The equation of this surface is sin(x)cos(y) + sin(y)cos(z) + sin(z)cos(x) = 0; you can see that if (x,y,z) satisfies the equation, then (x+2,y,z) also satisfies the equation. This equation gives the surface a wavy structure in all three dimensions.

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