首页> 外文会议>European Symposium on Computer-Aided Process Engineering >Development of a Multi-compartment Dynamic Model for the Prediction of Particle Size Distribution and Particle Segregation in a Catalytic Olefin Polymerization FBR
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Development of a Multi-compartment Dynamic Model for the Prediction of Particle Size Distribution and Particle Segregation in a Catalytic Olefin Polymerization FBR

机译:一种多隔室动态模型,用于预测催化烯烃聚合FBR中的粒度分布及颗粒偏析

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In the present study a comprehensive multi-scale, multi-compartment model is developed for the prediction of morphological (i.e., particle size distribution (PSD), particle segregation) and molecular (i.e., molecular weight distribution (MWD)) distributed polymer properties in a catalytic olefin polymerization FBR. The multi-scale description of the FBR utilizes models at four different levels, namely, a kinetic model, a single particle model, a population balance model and a multi-compartment reactor-mixing model. At the molecular level, a two-site Ziegler-Natta catalytic copolymerization model is employed to describe the copolymerization of ethylene with propylene. To calculate the particle growth and the spatial monomer and temperature profiles in a particle, the random pore polymeric flow model (RPPFM) is utilized. The RPPFM is solved together with a dynamic discretizefl particle population balance model, to predict the PSD. Moreover, overall dynamic mass and energy balances in the reactor level are derived, in order to calculate the monomer(s) concentration and temperature profiles along the reactor height. The effects of various fluidized bed operating conditions (e.g., fluidization gas velocity, temperature, catalyst feed rate) on the morphological and molecular distributed polymer properties and reactor operability are analyzed.
机译:在本研究中,为预测形态(即,粒度分布(PSD),颗粒分离)和分子(即,分子量分布(MWD))分布聚合物性质的预测,开发了综合多舱模型催化烯烃聚合FBR。 FBR的多尺度描述利用四种不同水平的模型,即动力学模型,单粒子模型,人口平衡模型和多隔室反应器混合模型。在分子水平下,采用双地齐格勒-NATTA催化共聚模型来描述乙烯与丙烯的共聚合。为了计算颗粒中的颗粒生长和空间单体和温度曲线,使用随机孔聚合物流量模型(RPPFM)。 RPPFM与动态裁定基础粒度平衡模型一起解决,以预测PSD。此外,导出反应器水平的总体动态质量和能量平衡,以便计算沿着反应器高度的单体浓度和温度曲线。分析了各种流化床操作条件(例如,流化气体速度,温度,催化剂进料率)对形态和分子分布的聚合物性能和反应器可操作性的影响。

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