What if the world is made of cubes? Uncovering the universal geometry of geology

4 months ago

Scientists discovered that rocks, when fractured randomly, tend to break into shapes averaging six faces and eight vertices, resembling cubes.
The research was inspired by a mathematical proof by Gábor Domokos, suggesting that random fragmentation in three dimensions leads to cube-like averages.
The team found that this geometric principle applies across various scales, from microscopic rock fragments to tectonic plates.
Exceptions to the cuboid rule, such as hexagonal patterns in mud cracks and basalt columns, were explained by different stress conditions.
The findings provide a new mathematical framework for understanding fragmentation in geology, with potential applications in erosion and rock slide prevention.
The study also revisited Plato's ancient idea that earth is made of cubes, finding a surprising alignment with modern mathematical predictions.

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