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American Focus > Blog > Tech and Science > Mathematicians create a tetrahedron that always lands on the same side
Tech and Science

Mathematicians create a tetrahedron that always lands on the same side

Last updated: June 27, 2025 11:55 am
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Mathematicians create a tetrahedron that always lands on the same side
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The Fascinating Discovery of the Self-Righting Tetrahedron

The self-righting tetrahedron

Gergő Almádi et al.

A groundbreaking discovery in the world of mathematics has unveiled the creation of a four-sided shape known as the self-righting tetrahedron. This unique shape is designed to always come to rest on the same side, regardless of its initial position, sparking interest and excitement among mathematicians and scientists.

For years, mathematicians have been intrigued by self-righting “monostable” shapes, such as the famous Gömböc, which exhibit a preferred resting position when placed on a flat surface. In 1966, mathematician John Conway theorized the existence of a monostable tetrahedron with uneven mass distribution, but the concept remained unproven until now.

Gábor Domokos and his team at the Budapest University of Technology and Economics have successfully constructed the monostable tetrahedron, named the Bille, using advanced materials like carbon-fibre struts and ultra-dense tungsten carbide. This achievement marks a significant milestone in the field of mathematics and engineering.

The journey to creating the Bille began with a rigorous search for Conway’s theoretical tetrahedron, leading to the discovery of potential uneven monostable shapes. Through meticulous calculations and collaboration with an engineering company, the team overcame significant challenges to bring the concept to life.

Witnessing the functioning Bille in action was a moment of sheer delight for Domokos and his colleagues, showcasing the culmination of years of research and dedication. The intricate balance and unique properties of the tetrahedron highlight the remarkable capabilities of modern technology and innovation.

Domokos emphasizes the unprecedented nature of the self-righting tetrahedron, noting its intricate tipping path and the complex dynamics involved in its design. The implications of this discovery extend beyond mathematics, offering potential applications in engineering, such as enhancing the stability of lunar landers and spacecraft.

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The creation of the Bille represents a remarkable achievement in the realm of geometry and physics, shedding light on the unexplored possibilities of monostable shapes. As researchers continue to push the boundaries of scientific exploration, the self-righting tetrahedron stands as a testament to human ingenuity and the pursuit of knowledge.

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