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首页> 外文期刊>Low temperature physics: Simultaneous Russian - English publication >Deformation diagrams of amorphous polyimide (kapton H) in the state of moderate and deep cooling: Experiment and theory
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Deformation diagrams of amorphous polyimide (kapton H) in the state of moderate and deep cooling: Experiment and theory

机译:无定形聚酰亚胺(kapton H)在中度和深度冷却状态下的变形图:实验与理论

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A comprehensive experimental and theoretical study of the regularities of active deformation at a constant rate of an amorphous polymer at room temperature and the influence of moderate and deep cooling on them was performed. The samples of amorphous aromatic polyimide (an analogue of kapton H) that are randomly cut fragments of the industrially produced thermoplastic film with a thickness of 25 mu m were the object of the experimental study. The sigma-epsilon diagrams of the tensile test, where sigma and epsilon = (epsilon) over dot t are the tensile stress and the relative strain, respectively, were recorded for 32 samples at three rates (epsilon) over dot = 7.10(-5), 7.10(-4), 6.10(-3) s(-1) under three temperatures T = 293, 77, and 4.2 K. In the state of deep cooling at T = 4.2 K, several samples were deformed as brittle glassy bodies - rupture after short elastic deformation. But the majority of the samples at all values of the experimental parameters (T, (epsilon) over dot) had the rheological properties of rubber-like highly elastic materials (elastomers) with traditional tensile test diagrams: initial stage I of linear elastic deformation sigma(I) = Me-epsilon with Young's modulus M-e = M-e(T); stage III of linear highly elastic deformation sigma(III) = sigma(fe) + M-he epsilon with modulus M-he = M-he(T) and conditional limit of elasticity sigma(fe) with a nonlinear stress-strain dependence. The sigma-epsilon diagrams of the individual samples with sufficiently high accuracy coincide with the graph of the function s(epsilon; T, (epsilon) over dot) which is the solution of the previously derived nonlinear rheological equation (V. D. Natsik and H. V. Rusakova, Fiz. Nizk. Temp. 48, 281 (2022) Low Temp. Phys. 48, 253 (2022); Fiz. Nyzk. Temp. 49, 246 (2023) Low Temp. Phys. 49, 228 (2023)). In its derivation, a molecular-kinetic model was used: an amorphous polymer is considered as a set of statistically independent kinetic units, namely, molecular segments, and the elementary act of deformation is caused by thermomechanical activation of nonlinear excitations of these segments called elastons. The elaston mechanism of transformation of the deformation diagrams of amorphous polyimide samples under their moderate and deep cooling is discussed in detail: the transition between deformation states of warm and frozen elastomer, low-temperature effects of structural-deformation glass transition and deformation melting. Comparing the results of experiments and theory made it possible to obtain the empirical estimates for the macromechanical characteristics of the studied samples and the microparameters of elaston excitations. A significant and unsystematic (random) scatter of the macro- and micromechanical characteristics of the samples was revealed, which indicates a significant and random heterogeneity of the macro- and microstructure of the polyimide film from which they were made. Published under an exclusive license by AIP Publishing.
机译:一个全面的实验和理论研究的主动变形的规律恒定速率的非晶态聚合物在房间温度和适度的影响深冷却了。无定形的芳香族聚酰亚胺(一个模拟的聚酰亚胺薄膜H)随机切割的片段工业生产的热塑性电影了厚度25μm的对象实验研究。拉伸试验,σ和ε=(ε)/ t拉伸应力和点相对应变分别记录32个样品三个利率(ε)点= 7.10(5), 7.10(4), 6.10(3)(1)在三个温度T = 293、77和4.2 K。深度冷却在T = 4.2 K,几个样品被变形为易碎玻璃的身体——破裂在简短的弹性变形。的样品的实验值参数(T(ε)点)了橡胶高度的流变特性弹性材料(弹性体)与传统我的线性拉伸测试图:初始阶段弹性变形σ(I) = Me-epsilon杨氏模量e = e (T);高弹性变形σ(III) =σ(fe)+他ε与模量他=他(T)有条件的弹性极限σ(fe)非线性应力-应变依赖。个人sigma-epsilon图样本配合精度足够高图函数的年代(ε;在点之前)的解决方案推导出非线性流变方程(D。281(2022)[48岁,低温度。253 (2022));Nyzk。228(2023)])。使用分子动力学模型:一个非晶态聚合物被认为是一组统计独立的动力单元,即分子段,和变形的基本行为是由热机的激活吗这些段,称为非线性励磁elastons。无定形的变形图聚酰亚胺样本在中度和深度冷却是详细讨论:过渡变形状态之间的温暖和冻结弹性体,低温的影响玻璃化转变和结构变形变形融化。实验和理论使人们有可能获得macromechanical实证估计研究样本和特征microparameters elaston励磁。重要的和非系统性(随机)散射宏观和微机械的特点表明样品了重要的和随机的异质性聚酰亚胺薄膜的宏观和微观结构从他们。独家许可证每年出版。

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