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首页> 外文期刊>Theoretical foundations of chemical engineering >Predicting Molecular Weight Distribution, Melt Flow Index, and Bulk Density in a Polypropylene Reactor via a Validated Mathematical Model
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Predicting Molecular Weight Distribution, Melt Flow Index, and Bulk Density in a Polypropylene Reactor via a Validated Mathematical Model

机译:通过经过验证的数学模型预测聚丙烯反应器中的分子量分布,熔体流动指数和堆积密度

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One of the main goals of polymer science has been to relate the process variable to their vital macroscopic properties in order to obtain tailor-made products. In particular, this goal is significant when we have to use a catalyst that has a unique and unknown behavior with its own complex kinetics such as a Ziegler-Natta catalyst for polypropylene production. Today, computer simulation with acceptable accuracy has come to the aid of polymer science. The final product properties are highly dependent on the crucial factors comprising the average molecular weight, its dispersity, and bulk density of a polymer, and these factors also depend on process variables with the complexity of a kinetic reaction. A mathematical model can be a worthy replacement to the conventional manner, experiment by trial and error, for designing a favorite product. In this study, a mathematical model is proposed to fulfill this aim. By the model with its offered algorithm, kinetic constants can be easily adjusted with fairly good prediction of the desired product. The modeling approach is a polymer moment balance technique (population balance) in a slurry semibatch reactor and coded in MATLAB/SIMULINK software. The model has been validated via experimental data from a laboratory scale reactor with an acceptable margin of error.
机译:聚合物科学的主要目标之一是将过程变量与其至关重要的宏观特性相关联,以获得量身定制的产品。特别是,当我们必须使用具有独特且未知的行为的催化剂具有与其自身复杂的动力学如Ziegler-Natta催化剂进行聚丙烯生产的催化剂时,这一目标是显着的。如今,具有可接受准确性的计算机模拟已经达到了聚合物科学的帮助。最终产品特性高度依赖于包含聚合物的平均分子量,分散性和堆积密度的关键因素,这些因素还取决于具有动力学反应的复杂性的过程变量。数学模型可以是对传统方式的价值替代,通过试验和错误进行试验,用于设计最喜欢的产品。在这项研究中,提出了一种数学模型来满足这种目标。通过该模型与其提供的算法,可以轻松调整动力学常数,相当良好地预测所需产品。建模方法是浆料半靶反应堆中的聚合物时刻平衡技术(人口平衡),并在Matlab / Simulink软件中编码。该模型已通过实验室尺度反应器的实验数据验证,具有可接受的误差余量。

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