Three-dimensional printing of hierarchical liquid-crystal-polymer structures

被引:0
|
作者
Silvan Gantenbein
Kunal Masania
Wilhelm Woigk
Jens P. W. Sesseg
Theo A. Tervoort
André R. Studart
机构
[1] ETH Zürich,Complex Materials, Department of Materials
[2] ETH Zürich,Soft Materials, Department of Materials
来源
Nature | 2018年 / 561卷
关键词
Printing Path; Shape Freedom; Liquid-crystal Polymers (LCP); Shear Rate Profile; Nematic Domains;
D O I
暂无
中图分类号
学科分类号
摘要
Fibre-reinforced polymer structures are often used when stiff lightweight materials are required, such as in aircraft, vehicles and biomedical implants. Despite their very high stiffness and strength1, such lightweight materials require energy- and labour-intensive fabrication processes2, exhibit typically brittle fracture and are difficult to shape and recycle3,4. This is in stark contrast to lightweight biological materials such as bone, silk and wood, which form by directed self-assembly into complex, hierarchically structured shapes with outstanding mechanical properties5–11, and are circularly integrated into the environment. Here we demonstrate a three-dimensional (3D) printing approach to generate recyclable lightweight structures with hierarchical architectures, complex geometries and unprecedented stiffness and toughness. Their features arise from the self-assembly of liquid-crystal polymer molecules into highly oriented domains during extrusion of the molten feedstock material. By orienting the molecular domains with the print path, we are able to reinforce the polymer structure according to the expected mechanical stresses, leading to stiffness, strength and toughness that outperform state-of-the-art 3D-printed polymers by an order of magnitude and are comparable with the highest-performance lightweight composites1,12. The ability to combine the top-down shaping freedom of 3D printing with bottom-up molecular control over polymer orientation opens up the possibility to freely design and realize structures without the typical restrictions of current manufacturing processes.
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页码:226 / 230
页数:4
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