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IFS using CMM tile
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This post is going to be about a mathematical print titled IFS using CMM tile. The main design for this print is using a specific type of tile categorized as CMM. This tile is used as the basis to create the iterative function system (IFS) which was then printed. The alias I will be using is GMUMath401Student1. The purpose of this print is to fulfill an assignment of Math 401: Mathematics Through 3D Printing at George Mason University due September 28th, 2022.
IFS are a significant part of nature as they are in the structures of snowflakes to plants to shells. There are third main components to creating an iterative design they are scale, rotation, and translation. Scale pertains to how large the next iteration will be with respect to the previous one. If the value is greater then 1 then the iterations are increasing in size and if they were less than 1 then they are decreasing. With rotation, the iterations will be rotated the same degree with respect to the previous iterations. With
IFS are a significant part of nature as they are in the structures of snowflakes to plants to shells. There are third main components to creating an iterative design they are scale, rotation, and translation. Scale pertains to how large the next iteration will be with respect to the previous one. If the value is greater then 1 then the iterations are increasing in size and if they were less than 1 then they are decreasing. With rotation, the iterations will be rotated the same degree with respect to the previous iterations. With
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