二维加性聚合凝胶化

Andrew F. Rushton, Fereydoon Family, Hans J. Herrmann
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引用次数: 1

摘要

采用蒙特卡罗模拟方法研究了二维晶格上加成聚合的凝胶动力学。我们确定了重量-平均聚合度(“敏感性”)的临界分量γ和临界振幅的比值R分别为γ = 3.8±0.5和R = 140±45。结果表明,该模型不属于标准渗流的普适性范畴(γ±43/18±2.38;R = 219±25)和Flory-Stockmayer模型(γ = 1, R = 1)。
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Gelation by additive polymerization in two dimensions

Kinetics of gelation by additive polymerization on a two-dimensional lattice were investigated with a Monte Carlo simulation. We have determined the critical component γ and the ratio R of the critical amplitudes of the weight-average degree of polymerization (“susceptibility”) to be γ = 3.8 ± 0.5 and R = 140 ± 45. These results show that this model is neither in the universality class of standard percolation (γ ± 43/18 ± 2.38; R = 219 ± 25) nor the Flory-Stockmayer model (γ = 1, R = 1).

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