Ding Jinyou, Chen Gonglin, Huang Wei, Cheng Jinlong, Li Ting, Cheng Chunzu, Xu Jigang
State Key Laboratory of Biobased Fiber Manufacturing Technology, China Textile Academy, Yanjingli Middle Street, Chaoyang District, Beijing 100025, China.
ACS Omega. 2024 Mar 5;9(11):12984-12991. doi: 10.1021/acsomega.3c09230. eCollection 2024 Mar 19.
To study the distribution of ultrahigh molecular weight polyethylene fiber (UHMWPE) strength, three groups of UHMWPE fibers were spun by the gel spinning method, which was undrafted raw fibers (with high strain at break) and fibers with different prespinning and postspinning draw ratios. It is found that even when the strain at break (ε) > 46%, the tensile strength of the fiber still obeys the Weibull distribution. The draw ratio has a great influence on the distribution of fiber strength, especially the draw ratios of the spinneret in the prespinning process. It may be that different drafting processes affect the fracture mechanism of the fibers. This paper analyzes and discusses that and proves it by differential scanning calorimetry and the taut tie molecules (TTMs) fractions. The parameters of the Weibull distribution suggest the quality of the fiber. The Weibull modulus is closely related to the dispersion of the fiber properties and processing parameters. The characteristic strength is similar to the test average strength, which is more suitable for the judgment of fiber reliability in actual use. At the same time, the normality of the samples was tested by Kolmogorov-Smirnov, Shapiro-Wilk, Jarque-Bera test, and quantile-quantile (Q-Q) plots, and the strength distribution was visually displayed by the bell curve. The results show that the Gaussian distribution is not so suitable to describe the strength distribution of the stretched fiber compared to the Weibull distribution.
为研究超高分子量聚乙烯纤维(UHMWPE)强度的分布情况,采用凝胶纺丝法纺制了三组UHMWPE纤维,即未拉伸的原纤维(断裂应变高)以及具有不同预纺和后纺拉伸比的纤维。研究发现,即使在断裂应变(ε)>46%时,纤维的拉伸强度仍服从威布尔分布。拉伸比对纤维强度分布有很大影响,尤其是预纺过程中喷丝板的拉伸比。这可能是因为不同的牵伸工艺影响了纤维的断裂机理。本文对此进行了分析和讨论,并通过差示扫描量热法和拉紧连接分子(TTMs)分数进行了验证。威布尔分布的参数反映了纤维的质量。威布尔模量与纤维性能和加工参数的离散度密切相关。特征强度与测试平均强度相似,更适合于实际使用中纤维可靠性的判断。同时,通过柯尔莫哥洛夫-斯米尔诺夫检验、夏皮罗-威尔克检验、雅克-贝拉检验和分位数-分位数(Q-Q)图对样本的正态性进行了检验,并通过钟形曲线直观地展示了强度分布。结果表明,与威布尔分布相比,高斯分布不太适合描述拉伸纤维的强度分布。