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An atomic finite element model for biodegradable polymers. Part 2. A model for change in Young's modulus due to polymer chain scission

机译:可生物降解聚合物的原子有限元模型。第2部分。聚合物断链引起的杨氏模量变化的模型

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Atomic simulations were undertaken to analyse the effect of polymer chain scission on amorphous poly(lactide) during degradation. Many experimental studies have analysed mechanical properties degradation but relatively few computation studies have been conducted. Such studies are valuable for supporting the design of bioresorbable medical devices. Hence in this paper, an Effective Cavity Theory for the degradation of Young's modulus was developed. Atomic simulations indicated that a volume of reduced-stiffness polymer may exist around chain scissions. In the Effective Cavity Theory, each chain scission is considered to instantiate an effective cavity. Finite Element Analysis simulations were conducted to model the effect of the cavities on Young's modulus. Since polymer crystallinity affects mechanical properties, the effect of increases in crystallinity during degradation on Young's modulus is also considered. To demonstrate the ability of the Effective Cavity Theory, it was fitted to several sets of experimental data for Young's modulus in the literature. (C) 2015 Elsevier Ltd. All rights reserved.
机译:进行原子模拟以分析聚合物链断裂对降解过程中无定形聚丙交酯的影响。许多实验研究已经分析了机械性能的下降,但是进行了相对较少的计算研究。这些研究对于支持生物可吸收医疗器械的设计是有价值的。因此,在本文中,提出了一种有效的腔理论来降解杨氏模量。原子模拟表明,在链断裂附近可能存在一定体积的刚度降低的聚合物。在有效腔理论中,每个断链被认为是实例化一个有效腔。进行了有限元分析模拟,以模拟腔对杨氏模量的影响。由于聚合物结晶度影响机械性能,因此还考虑了降解过程中结晶度增加对杨氏模量的影响。为了证明有效腔理论的能力,将其与文献中杨氏模量的多组实验数据进行了拟合。 (C)2015 Elsevier Ltd.保留所有权利。

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