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Effect of filler particle size on dynamic mechanical properties of poly(methyl methacrylate)

机译:填料粒径对聚甲基丙烯酸甲酯动态力学性能的影响

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AbstractDynamic mechanical properties of poly(methyl methacrylate) (PMMA) filled with mica flakes (M) or glass beads (G) were investigated as functions of particle size and filler concentration. With increasing particle size, dynamic modulusE′ slightly decreases for system G, while it increases rapidly at first and then approaches the limiting value for system M. Primary dispersion temperatureTαincreases with increasing filler concentration. With increasing particle size,Tαdecreases for system G but increases for system M. For the mica‐filled system, the effect of particle size on the modulus can be explained in terms of orientation of the filler by comparing the experimental data with Wu's and Padawer and Beecher's predictions of the modulus. In order to explain the dependence ofTαon particle size and concentration, an equation forTαhas been proposed:documentclass{article}pagestyle{empty}begin{document}$ T_alpha = K_f ln S^ cdot $end{document}whereKfis a constant andSis the specific surface area of filler per gram of polymer. For system G,Tαcan be expressed by the above equation, irrespective of particle size and filler concentration. In the case of system M, it is suggested thatTαis affected also by orientation in addition to the surface area of t
机译:摘要研究了填充云母片(M)或玻璃珠(G)的聚甲基丙烯酸甲酯(PMMA)的动态力学性能与粒径和填料浓度的关系。随着粒径的增加,G体系的动态模量E′略有降低,而M体系的动态模量E′先快速增加,然后接近极限值。随着粒径的增加,G体系的Tα减小,M体系的Tα增加。对于云母填充系统,通过将实验数据与Wu、Padawer和Beecher对模量的预测进行比较,可以用填料的取向来解释粒径对模量的影响。为了解释Tαon粒径和浓度的依赖性,提出了Tα的方程:documentclass{article}pagestyle{empty}begin{document}$ T_alpha = K_f ln S^ cdot $end{document}其中Kf为常数,S为每克聚合物填料的比表面积。对于系统G,Tα可以用上述公式表示,与粒径和填料浓度无关。在系统 M 的情况下,除了 t 的表面积外,Tα 还受到取向的影响

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