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首页> 外文期刊>The Journal of Chemical Physics >Kinetic isolation of persistent radicals and application to polymer-polymer reactions
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Kinetic isolation of persistent radicals and application to polymer-polymer reactions

机译:持久性自由基的动力学分离及其在聚合物-聚合物反应中的应用

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We; analyze the transient kinetics of a mixture of two radicals (M and P), one of which (P) has very low, or zero self-reactivity (i.e., P is a "persistent" radical). For the case where the self-reactivity of the persistent radical is zero, we find a critical value for the initial concentration ratio r=P-0/M-0, above which the persistent radicals are isolated at long reaction times after all of the M's react. If r is below its critical value the surviving fraction of P is zero. An experiment employing virtually zero self-reactivity nitroxide radicals is proposed to test the predicted critical behavior If the self-reactivity of the M is stronger than the;cross-coupling reactivity, then the critical value of the ratio r is negative, and a finite fraction of the persistent P radicals are always isolated, regardless of the initial concentration ratio r. For the case where the self-reactivity of the persistent radicals is finite but small, we find similar behavior, except now the P radicals react with one another on a much; longer time scale following their isolation. The isolation process facilitates :the measurement of P-P reaction kinetics in situations where it is difficult to generate the P radicals by themselves. An experiment to measure fundamental polymer-polymer reaction kinetics in concentrated solutions of melts is proposed based on these ideas. (C) 1998 American Institute of Physics. [References: 40]
机译:我们;分析两个基团(M和P)的混合物的瞬态动力学,其中一个基团(P)的自反应性非常低或为零(即P是“持久”基团)。对于持久性基团的自反应性为零的情况,我们发现初始浓度比r = P-0 / M-0的临界值,在该临界值之上,持久性基团在所有M的反应。如果r低于其临界值,则P的存活分数为零。提出了使用几乎为零的自反应性氮氧化物自由基的实验,以测试预测的临界行为。如果M的自反应性比交叉耦合反应性强,则比率r的临界值为负,并且有限无论初始浓度比r如何,始终都会分离出一部分持久性P自由基。对于持久性自由基的自反应性有限但很小的情况,我们发现了类似的行为,只是现在P自由基彼此之间的反应很大。他们隔离之后的时间跨度更长。分离过程有助于:在难以自行生成P自由基的情况下测量P-P反应动力学。基于这些思想,提出了一种测量熔体浓溶液中基本聚合物-聚合物反应动力学的实验。 (C)1998美国物理研究所。 [参考:40]

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