And they figure out how to design a dice that always falls on the side we want

The ball with a specific geometric shape allows it to be used in various fields of science.

Dice games have been popular for decades, whether you like classic Windows games or prefer to buy board games online. Of course, we are convinced that you have always wanted to be able Get the perfect number on every roll. now, Sciences He promises to make this dream come true.

This death is faked by science

Scientist Yaroslav Sobolev, from the Institute of Basic Sciences in the South Korean city of Ulsan, is the book’s lead author A study published in the journal Naturein which A Algorithm Able to create Things With the Paths desired by the user.

A trajectory is a path followed by a projectile under the combined influence of gravity and air resistance. Unlike a simple parabolic path, trajectories exhibit non-uniform shapes due to different forces acting on the body. pic.twitter.com/3KZq1Rf9Z2

– M. Omar (@M_Umar01) September 23, 2023

under name “tracks”These objects are created using an algorithm that defines a predefined path. On this occasion, the research team used A Coated metal ball shaped Created by 3D printing To check whether the object has followed the path drawn and it must be said that the result was successful, even if the path was repeated in a descending path twice.

And by the way, if you have a 3D printer, you can too Play with these tracks Thanks to The algorithm is published online. Who knows, maybe you can build magic dice for your own “Dungeons and Dragons” games.

A trajectory is a path followed by a projectile under the combined influence of gravity and air resistance. Unlike a simple parabolic path, trajectories exhibit non-uniform shapes due to different forces acting on the body. pic.twitter.com/3KZq1Rf9Z2

– M. Omar (@M_Umar01) September 23, 2023

Despite how anecdotal it is These objectsAnd, apart from the fun use in the board games we all know and enjoy, it can be just as well Useful in robotics They must follow a certain path. Moreover, Yaroslav Sobolev highlighted Benefit your research In the field of Quantity:

Our study is largely motivated by fundamental curiosity, but the existence of paths for most trajectories has unexpected implications for classical and quantum optics, where the dynamics of qubits, their spin, and the polarization of light can be mapped precisely into the paths and their trajectories.