Thirds Cube Dissection, Many Styles, Liu Hui
cults3d
Thirds Cube Dissection, Liu Hui's Cube Dissection The cube can be sliced into three congruent pieces in many ways. One of the best known dissection dates back to 263 AD and Liu Hui's commentaries on the Nine Chapters of Mathematical Arts. In short, using a cube's (or cuboid's) diagonals, Liu Hui dissected the cube into 1 half, 1 third, and 1 sixth, known as "Qiandu," "Yangma," and "Bienao," respectively. For more information, please refer to https://www.thingiverse.com/thing:2430698 . The third-cube piece is most interesting. Obviously, it takes three copies to make a whole cube. Now, with 3D design, we can play with these mathematical gems in numerous ways and get the inside out. In this design, I provide several versions of the third cube. The cube is 50mm ^ 3. Have fun and check out other cube dissections! ####References 1. https://www.thingiverse.com/thing:2430698 2. Bu, L. (2017). Exploring Liu Hui’s Cube Puzzle: From Paper Folding to 3-D Design. MAA Convergence. Accessible at https://www.maa.org/press/periodicals/convergence/exploring-liu-hui-s-cube-puzzle-from-paper-folding-to-3-d-design
With this file you will be able to print Thirds Cube Dissection, Many Styles, Liu Hui with your 3D printer. Click on the button and save the file on your computer to work, edit or customize your design. You can also find more 3D designs for printers on Thirds Cube Dissection, Many Styles, Liu Hui.