Optimizing the photodegradation process of low-density polyethylene using Taguchi's robust statistical design

M.S.S.R. Tejaswini , Pankaj Pathak
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Abstract

The present study employs the Taguchi statistical design for optimizing the photodegradation process of low-density polyethylene (LDPE) films by varying five significant parameters i.e., catalyst loading (%), exposure time (in days), pH, size of the films (cm x cm), and temperature (℃), simultaneously to determine the maximum photodegradation on LDPE. The physiochemical, morphological, and molecular structural changes were observed in all-nanocomposite (LDPE and catalyst samples) before and after degradation. One way-ANOVA (Analysis of Variance) results demonstrated that catalyst loading, and exposure time were the most influential factors and contributed 65 % and 25 %, respectively to determine the degradation rate. Further, a kinetic study was performed to determine the photo-degradation rate, and it follows first-order photo-kinetics model. The maximum photodegradation was observed for that LDPE sample that was loaded with 12 % catalyst with a pH of 6 at 45°C that was exposed to the UV light for 10 days in a photoreactor, it degraded most efficiently with a weight loss of 16.25 %. Additionally, recyclability studies confirmed that stability and reusability of TiO2 as a photocatalyst for carrying out degradation experiments upto three consecutive cycles. Moreover, there is a high co-relation between predicted and experimental data with R2> 0.96, which demonstrates the effectiveness of the prediction with the maximum degradation of LDPE film.
利用田口稳健统计设计优化低密度聚乙烯的光降解过程
本研究采用田口统计设计,通过改变催化剂负载(%)、曝光时间(天)、pH、膜尺寸(cm × cm)和温度(℃)五个重要参数,同时优化低密度聚乙烯(LDPE)膜的光降解过程,以确定LDPE上的最大光降解量。观察了全纳米复合材料(LDPE和催化剂样品)降解前后的理化、形态和分子结构变化。单因素方差分析(anova)结果表明,催化剂负载和暴露时间是影响降解率的最大因素,分别对降解率的影响分别为65% %和25% %。进一步进行了光降解动力学研究,确定了光降解速率,并遵循一级光动力学模型。在45°C下,负载pH为6的12 %催化剂的LDPE样品在紫外光下暴露10天,其最大的光降解被观察到,其降解效率最高,重量损失为16.25 %。此外,可回收性研究证实了TiO2作为光催化剂的稳定性和可重复使用性,可以进行连续三个循环的降解实验。此外,预测值与实验值的相关系数R2>; 为0.96,表明以LDPE膜的最大降解值为预测值的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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