3D Printed Mathematical Art

This project explored the creation of mathematically driven art using Full Control, a custom software platform developed at Loughborough University that enables direct definition of 3D print paths through mathematical equations rather than conventional slicing workflows.

Over a nine-month period, the work focused on translating complex mathematical forms—particularly fractal structures—from imaginary and real number spaces into Cartesian X and Y coordinates suitable for physical fabrication. This required iterative testing, parameter tuning, and a deep understanding of how abstract mathematical definitions map onto real-world machine behaviour.

The project culminated in the successful production of multiple printed artefacts following extended periods of experimentation and failure, demonstrating persistence, analytical problem-solving, and the ability to bridge mathematics, software, and additive manufacturing.