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3D models of porous structures were generated based on eight triply periodic surfaces (TPSs) and studied their thermal and mechanical properties. TPSs were derived from topological network representations of zeolite crystal structures via a previously developed method. The resulting TPSs correspond to P, C(P), and IW-P topological types. We developed software for the preparation of TPS models for 3D printing, simulated the corresponding porous materials, and computed their physical properties. We manufactured porous materials for three TPSs via 3D printing with styrene butadiene styrene and polyamide PA-12. The PA-12 samples were formed from the liquid phase, and their solidification occurred under UV radiation. The thermal and mechanical properties of the manufactured samples were studied numerically and experimentally. The results of the modeling were in good agreement with the experimental results.
Silva T, Lu JY, Abu Al-Rub RK, et al. Investigation on tailoring the width and central frequency of bandgaps of TPMS structures. Int J Mech Mater Des 2024, 20: 317–329.
Wang ZY, Chen BZ, Lu YZ, et al. Mechanical properties and energy absorption of medium-entropy alloy triply periodic minimal surface cellular structures fabricated via selective laser melting. Mech Mater 2024, 196: 105084.
Günther F, Pilz S, Hirsch F, et al. Shape optimization of additively manufactured lattices based on triply periodic minimal surfaces. Addit Manuf 2023, 73: 103659.
Li ZT, Chen ZB, Chen XB, et al. Mechanical properties of triply periodic minimal surface (TPMS) scaffolds: Considering the influence of spatial angle and surface curvature. Biomech Model Mechanobiol 2023, 22: 541–560.
Yeranee K, Rao Y. A review of recent investigations on flow and heat transfer enhancement in cooling channels embedded with triply periodic minimal surfaces (TPMS). Energies 2022, 15: 8994.
Lin ZH, Pan JH, Li HY. Mechanical strength of triply periodic minimal surface lattices subjected to three-point bending. Polymers 2022, 14: 2885.
Maskery I, Aboulkhair NT, Aremu AO, et al. Compressive failure modes and energy absorption in additively manufactured double gyroid lattices. Addit Manuf 2017, 16: 24–29.
Baghous N, Barsoum I, Abu Al-Rub RK. Generalized yield surface for sheet-based triply periodic minimal surface lattices. Int J Mech Sci 2023, 252: 108370.
Wang YD, Lian YP, Wang ZD, et al. A novel triple periodic minimal surface-like plate lattice and its data-driven optimization method for superior mechanical properties. Appl Math Mech 2024, 45: 217–238.
Khedri E, Karimi HR, Aliha MRM, et al. Tensile, flexural, and mode-I cracking behavior of interpenetrating phase composites (IPC), developed using additively manufactured PLA-based structures with different infill densities and epoxy resin polymer as matrix. Results Eng 2024, 22: 102162.
Wallat L, Selzer M, Wasmuth U, et al. Energy absorption capability of graded and non-graded sheet-based gyroid structures fabricated by microcast processing. J Mater Res Technol 2022, 21: 1798–1810.
Xia Q, Zhu JX, Yu Q, et al. Triply periodic minimal surfaces based topology optimization for the hydrodynamic and convective heat transfer. Commun Nonlinear Sci Numer Simul 2024, 131: 107819.
Pérez J. A new golden age of minimal surfaces. Notices Amer Math Soc 2017, 64: 347–358.
Fischer M. Adsorption of carbamazepine in all-silica zeolites studied with density functional theory calculations. Chemphyschem 2023, 24: 202300022.
Smolkov MI, Blatova OA, Krutov AF, et al. Generating triply periodic surfaces from crystal structures: The tiling approach and its application to zeolites. Acta Crystallographica Section A 2022, 78: 327–336.
Eremin AV, Frolov MA, Krutov AF, et al. Mechanical properties of porous materials based on new triply periodic and minimal surfaces. Mech Adv Mater Struct 2024, 31: 11320–11336.
Blatov VA, Shevchenko AP, Proserpio DM. Applied topological analysis of crystal structures with the program package ToposPro. Cryst Growth Des 2014, 14: 3576–3586.
Arsentev MY, Sysoev EI, Makogon AI, et al. High-throughput screening of 3D-printed architected materials inspired by crystal lattices: Procedure, challenges, and mechanical properties. ACS Omega 2023, 8: 24865–24874.
Castañeda FD, García-Acosta G, Garzón-Alvarado DA, et al. Design for the additive manufacturing of structural elements with cellular materials using voronoi diagrams and delaunay triangulations: Biological and structural applications. Mech Adv Mater Struct 2024, 31: 9550–9570.
Xu YL, Pan H, Wang RN, et al. New families of triply periodic minimal surface-like shell lattices. Addit Manuf 2023, 77: 103779.
Shevchenko AP, Shabalin AA, Karpukhin IY, et al. Topological representations of crystal structures: Generation, analysis and implementation in the TopCryst system. Sci Technol Adv Mater Meth 2022, 2: 250–265.
Blatov VA. A method for topological analysis of rod packings. Struct Chem 2016, 27: 1605–1611.
Blatov VA, Delgado-Friedrichs O, O’Keeffe M, et al. Three-periodic nets and tilings: Natural tilings for nets. Acta Crystallogr Section A 2007, 63: 418–425.
Fischer W, Koch E. New surface patches for minimal balance surfaces. I. Branched catenoids. Acta Crystallographica Section A 1989, 45: 166–169.
Schoen AH. Reflections concerning triply-periodic minimal surfaces. Interface Focus 2012, 2: 658–668.
Brakke KA. The surface evolver. Exp Math 1992, 1: 141–165.
Shevchenko V, Balabanov S, Sychov M, et al. Prediction of cellular structure mechanical properties with the geometry of triply periodic minimal surfaces (TPMS). ACS Omega 2023, 8: 26895–26905.
Top N, Şahin İ, Gökçe H. The mechanical properties of functionally graded lattice structures derived using computer-aided design for additive manufacturing. Appl Sci 2023, 13: 11667.
Khaleghi S, Baghani M, Karimpour M, et al. Novel modified triply periodic minimal surfaces (MTPMS) developed using genetic algorithm. J Mater Res Technol 2023, 26: 2881–2906.
Kanit T, Forest S, Galliet I, et al. Determination of the size of the representative volume element for random composites: Statistical and numerical approach. Int J Solids Struct 2003, 40: 3647–3679.
Epov MI, Terekhov VI, Nizovtsev MI, et al. Effective thermal conductivity of dispersed materials with contrast inclusions. High Temp 2015, 53: 45–50.
Prajapati H, Ravoori D, Woods RL, et al. Measurement of anisotropic thermal conductivity and inter-layer thermal contact resistance in polymer fused deposition modeling (FDM). Addit Manuf 2018, 21: 84–90.
Elkholy A, Rouby M, Kempers R. Characterization of the anisotropic thermal conductivity of additively manufactured components by fused filament fabrication. Prog Addit Manuf 2019, 4: 497–515.
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