Learning Deposition Policies for Fused Multi-Material 3D Printing

Kang Liao*,1,2 Thibault Tricard*,1 Michal Piovarči3
Hans-Peter Seidel1 Vahid Babaei1
*Both authors contributed substantially to this research.
1Max-Planck-Institut für Informatik 2Beijing Jiaotong University 3ISTA

3D printing based on continuous deposition of materials, such as filament-based 3D printing, has seen widespread adoption thanks to its versatility in working with a wide range of materials. An important shortcoming of this type of technology is its limited multi-material capabilities. While there are simple hardware designs that enable multi-material printing in principle, the required software is heavily underdeveloped. A typical hardware design fuses together individual materials fed into a single chamber from multiple inlets before they are deposited. This design, however, introduces a time delay between the intended material mixture and its actual deposition. In this work, inspired by diverse path planning research in robotics, we show that this mechanical challenge can be addressed via improved printer control. We propose to formulate the search for optimal multi-material printing policies in a reinforcement learning setup. We put forward a simple numerical deposition model that takes into account the non-linear material mixing and delayed material deposition. To validate our system we focus on color fabrication, a problem known for its strict requirements for varying material mixtures at a high spatial frequency. We demonstrate that our learned control policy outperforms state-of-the-art hand-crafted algorithms.

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Citation

Kang Liao, Thibault Tricard, Michal Piovarci, Hans-Peter Seidel, Vahid Babaei, Learning Deposition Policies for Fused Multi-Material 3D Printing, ICRA (2023)

@inproceedings{Liao2023,
  author = { Kang Liao and Thibault Tricard and Michal Piovar\v{c}i and Hans-Peter Seidel and Vahid Babaei},
  title = {Directionality-Aware Design of Embroidery Patterns},
  booktitle = {ICRA},
  year = {2023},
}

Acknowledgements

This work is graciously supported by FWF Lise Meitner (Grant M 3319). Kang Liao sincerely thank Emiliano Luci, Chunyu Lin, and Yao Zhao for their huge support.

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