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Mechanical characterization of auxetic stainless steel thin sheets with reentrant structure

机译:扶手钢薄板与倒退结构的机械表征

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摘要

Smart materials in auxetic form present a great potential for various medical applications due to their unique deformation mechanisms along with durable infrastructure. Both analytical and finite element (FE) models are extensively used in literature to characterize mechanical response of auxetic structures but these structures are mostly thick enough to be considered as bulk material and 3D inherently. Auxetic plates in very thin form, a. e. foil, may bring numerous advantages such as very light design and better biodegradability when needed. However, there is a gap in literature on mechanical characterization of auxetic thin plates. In this study, structural analysis of very thin auxetic plates under uniaxial loading is investigated using both FE method and experimental method. 25 mu m thick stainless steel (316L) plates are fabricated with reentrant texture for three different unit cell dimensions and tested under uniaxial loading using universal testing machine. 25 and 50 mu m thick sheets with same cell dimensions were analyzed using implicit transient FE model including strain hardening and failure behaviors. FE results cover all the deformation schemes seen in actual tests and total deformation level matches with test results. Effect of plate thickness and cell geometry on auxetic behavior is discussed in detail using FE results. Finally, based on FE analysis results, an optimum geometry for prolonged auxetic behavior, high flexibility and high durability is suggested for future potential applications.
机译:由于其独特的变形机制以及耐用的基础设施,辅助形式的智能材料具有各种医疗应用的巨大潜力。分析和有限元(FE)模型既广泛用于文献中,以表征辅助结构的机械响应,但这些结构大多数足以被认为是本身的散装材料和3D。扶手板非常薄的形式,a。 e。箔,可以在需要时带来许多优点,例如非常轻的设计和更好的生物降解性。然而,在织造薄板的机械表征方面存在差距。在这项研究中,使用Fe方法和实验方法研究了单轴载荷下非常薄的扶手板的结构分析。 25 Mu M厚不锈钢(316L)板用克雷特质地制造三种不同的单位细胞尺寸,并使用通用试验机在单轴装载下进行测试。使用包括应变硬化和失效行为的隐式瞬态Fe模型分析了具有相同细胞尺寸的25和50μm的厚片。 FE结果涵盖实际测试中看到的所有变形方案和具有测试结果的总变形级别匹配。使用Fe结果详细讨论了板厚度和细胞几何形状对辅助行为的影响。最后,基于FE分析结果,建议为未来的潜在应用提出了延长辅助行为,高灵活性和高耐久性的最佳几何形状。

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