Mechanical Properties of a Diamond Schwarzite: From Atomistic Models to 3D-Printed Structures
Authors: Levi C. Felix, Vladimir Gaal, Cristiano F. Woellner, Varlei Rodrigues, Douglas S. Galvao
AI-generated Key Points
- Triply Periodic Minimal Surfaces (TPMS) are optimal geometries for structural applications in materials science
- TPMS possess locally minimized surface area under the constraint of periodic boundary conditions
- Different families of surfaces were obtained with different topologies satisfying such conditions, including Primitive (P), Gyroid (G) and Diamond (D) surfaces
- Schwarzites are 3D crystalline porous carbon nanocrystals exhibiting the shape of TPMS, proposed by Mackay and Terrones in 1991
- The complex topology of schwarzites poses serious limitations on their synthesis with conventional nanoscale fabrication methods like Chemical Vapour Deposition (CVD)
- Additive Manufacturing (AM) techniques like 3D Printing can be employed to fabricate TPMS structures
- An optimized atomic model of a schwarzite structure from the D family was used to generate a surface mesh which was subsequently 3D-printed through Fused Deposition Modelling (FDM) using thermoplastic PolyLactic Acid (PLA) polymer filaments
- Mechanical properties under uniaxial compression were investigated for both the atomic model and the 3D-printed one
- Fully atomistic Molecular Dynamics (MD) simulations were carried out to investigate the uniaxial compression behavior of the D8bal atomic model
- The mechanical testings performed on the 3D-printed schwarzite showed deformation mechanisms similar to those observed in MD simulations, suggesting a scale-independent mechanical behavior dominated by structural topology.
- This study demonstrates that AM techniques can be utilized to fabricate complex TPMS structures like schwarzites for potential use in structural applications.
- The findings also shed light on how structural topology can influence mechanical behavior at different scales.
Abstract: Triply Periodic Minimal Surfaces (TPMS) possess locally minimized surface area under the constraint of periodic boundary conditions. Different families of surfaces were obtained with different topologies satisfying such conditions. Examples of such families include Primitive (P), Gyroid (G) and Diamond (D) surfaces. From a purely mathematical subject, TPMS have been recently found in materials science as optimal geometries for structural applications. Proposed by Mackay and Terrones in 1991, schwarzites are 3D crystalline porous carbon nanocrystals exhibiting the shape of TPMS. Although their complex topology poses serious limitations on their synthesis with conventional nanoscale fabrication methods, such as Chemical Vapour Deposition (CVD), TPMS can be fabricated by Additive Manufacturing (AM) techniques, such as 3D Printing. In this work, we used an optimized atomic model of a schwarzite structure from the D family (D8bal) to generate a surface mesh that was subsequently used for 3D-printing through Fused Deposition Modelling (FDM). This D schwarzite was 3D-printed with thermoplastic PolyLactic Acid (PLA) polymer filaments. Mechanical properties under uniaxial compression were investigated for both the atomic model and the 3D-printed one. Fully atomistic Molecular Dynamics (MD) simulations were also carried out to investigate the uniaxial compression behavior of the D8bal atomic model. Mechanical testings were performed on the 3D-printed schwarzite where the deformation mechanisms were found to be similar to those observed in MD simulations. These results are suggestive of a scale-independent mechanical behavior that is dominated by structural topology.
Tools for this paper
Ask questions about this paper to our AI assistant
You can also chat with multiple papers at once here.
⚠The license of the paper does not allow us to build upon its content and the AI assistant only knows about the paper metadata rather than the full article.
The previous summary was created more than a year ago and can be re-run (if necessary) by clicking on the Run button below.
⚠The license of this specific paper does not allow us to build upon its content and the summarizing tools will be run using the paper metadata rather than the full article. However, it still does a good job, and you can also try our tools on papers with more open licenses.
Similar papers summarized with our AI tools
Navigate through even more similar papers through a
tree representationLook for similar papers (in beta version)
We compare the title and abstract with papers indexed in our database. For arXiv papers, we search within the same category; for DOI and other sources, we search across sources and subjects. You can rerun the search as our database grows.
Disclaimer: The AI-based summarization tool and virtual assistant provided on this website may not always provide accurate and complete summaries or responses. We encourage you to carefully review and evaluate the generated content to ensure its quality and relevance to your needs.