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Phenomenological Inferences on the Kinetics of a Mechanically Activated Knoevenagel Condensation: Understanding the Snowball Kinetic Effect in Ball Milling

机译:机械活化的Knoevenagel缩合动力学的现象学推论:理解球磨过程中雪球的动力学效应

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摘要

We focus on understanding the kinetics of a mechanically activated Knoevenagel condensation conducted in a ball mill, that is characterized by sigmoidal kinetics and the formation of a rubber-like cohesive intermediate state coating the milling ball. The previously described experimental findings are explained using a phenomenological kinetic model. It is assumed that reactants transform into products already at the very first collision of the ball with the wall of the jar. The portion of reactants that are transformed into products during each oscillation is taken to be a fraction of the amount of material that is trapped between the ball and the wall of the jar. This quantity is greater when the reaction mixture transforms from its initial powder form to the rubber-like cohesive coating on the ball. Further, the amount of reactants processed in each collision varies proportionally with the total area of the layer coating the ball. The total area of this coating layer is predicted to vary with the third power of time, thus accounting for the observed dramatic increase of the reaction rate. Supporting experiments, performed using a polyvinyl acetate adhesive as a nonreactive but cohesive material, confirm that the coating around the ball grows with the third power of time.
机译:我们着重于了解在球磨机中进行的机械活化的Knoevenagel缩合反应的动力学,其特征为S形动力学和形成研磨球的类似橡胶的内聚中间态。前面描述的实验发现是使用现象动力学模型进行解释的。假定在球与广口瓶壁的第一次碰撞时反应物就已经转化为产物。在每次振荡期间转化为产物的那部分反应物被认为是截留在球和罐壁之间的材料量的一部分。当反应混合物从其初始粉末形式转变为球上的橡胶状粘性涂层时,该量更大。此外,在每次碰撞中处理的反应物的量与覆盖球的层的总面积成比例地变化。预计该涂层的总面积将随时间的三次幂而变化,因此说明了观察到的反应速率的急剧增加。使用聚乙酸乙烯酯粘合剂作为非反应性但内聚性材料进行的辅助实验证实,球周围的涂层会随着时间的三次幂而增长。

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