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Network approach towards understanding the crazing in glassy amorphous polymers

机译:理解玻璃状无定形裂纹的网络方法   聚合物

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摘要

We have used molecular dynamics to simulate an amorphous glassy polymer withlong chains to study deformation mechanism of crazing and associated voidstatistics. The Van der Waals interactions and the entanglements between chainsconstituting the polymer play a crucial role in crazing. Thus, we havereconstructed two underlying weighted networks, namely, the Van der Waalsnetwork and the Entanglement network from polymer configurations extracted fromthe molecular dynamics simulation. Subsequently, we have performedgraph-theoretic analysis of the two reconstructed networks to reveal the roleplayed by them in crazing of polymers. Our analysis captured various stages ofcrazing through specific trends in the network measures for Van der Waalsnetworks and entanglement networks. To further corroborate the effectiveness ofnetwork analysis in unraveling the underlying physics of crazing in polymers,we have contrasted the trends in network measures for Van der Waals networksand entanglement networks in the light of stress-strain behaviour and voidsstatistics during deformation. We find that Van der Waals network plays acrucial role in craze initiation and growth. Although, the entanglement networkwas found to maintain its structure during craze initiation stage, it was foundto progressively weaken and undergo dynamic changes during the hardening andfailure stages of crazing phenomena. Our work demonstrates the utility ofnetwork theory in quantifying the underlying physics of polymer crazing andwidens the scope of applications of network science to characterization ofdeformation mechanisms in diverse polymers.
机译:我们已经使用分子动力学来模拟具有长链的非晶态玻璃状聚合物,以研究裂纹的变形机理和相关的空隙统计。范德华相互作用和构成聚合物的链之间的缠结在开裂中起关键作用。因此,我们从分子动力学模拟中提取的聚合物构型重构了两个基本的加权网络,即范德华网络和纠缠网络。随后,我们对这两个重构网络进行了图论分析,以揭示它们在聚合物开裂中的作用。我们的分析通过范德华网络和纠缠网络的网络度量中的特定趋势,捕获了各个阶段的热潮。为了进一步证实网络分析在揭示聚合物开裂的基本原理方面的有效性,我们根据变形过程中的应力应变行为和空隙统计,对范德华网络和纠缠网络的网络测量趋势进行了对比。我们发现范德华网络在热潮的萌芽和成长中起着重要的作用。尽管发现缠结网络在裂纹萌生阶段保持其结构,但发现它在裂纹现象的硬化和失效阶段逐渐减弱并经历动态变化。我们的工作证明了网络理论在量化聚合物开裂的基本物理原理方面的实用性,并拓宽了网络科学在表征各种聚合物变形机理方面的应用范围。

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