论文标题
高度交联聚合物网络中的计算凹痕
Computational Indentation in Highly Cross-linked Polymer Networks
论文作者
论文摘要
凹痕是研究聚合物材料力学的常见实验技术。使用压痕的主要优点是因为这在微观结构和小规模的机械响应之间提供了直接相关性,在标准的拉伸测试中否则很难。在这里,大多数研究研究了水凝胶,微凝胶和/或弹性体。但是,较少的研究系统是高度交联聚合物(HCP)网络中的凹痕,其中复杂的网络结构在决定其物理特性中起着关键作用。在这项工作中,我们使用通用模型的计算缩进研究了HCP网络中的结构 - 特性关系。我们建立了本地键断裂,网络重排和小规模力学之间的相关性。将结果与弹性变形模型进行比较。 HCP在凹痕时变硬。
Indentation is a common experimental technique to study the mechanics of polymeric materials. The main advantage of using indentation is because this provides a direct correlation between the microstructure and the small-scale mechanical response, which is otherwise difficult within the standard tensile testing. Here, majority of studies have investigated hydrogels, microgels and/or elastomers. However, a lesser investigated system is the indentation in highly cross-linked polymer (HCP) networks, where the complex network structure plays a key role in dictating their physical properties. In this work, we investigate the structure-property relationship in HCP networks using the computational indentation of a generic model. We establish a correlation between the local bond breaking, the network rearrangement, and the small-scale mechanics. The results are compared with the elastic-plastic deformation model. HCPs harden upon indentation.