特殊几何形状槽内混合的研究

B. Tarcsay, A. Egedy, J. Bobek, Dóra Rippel-Pethő
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引用次数: 2

摘要

混合是化学工业中最关键的工序之一。均匀性是所有原料和工业产品的要求。混合的程度取决于单元中流体的流体力学性质。在一个特殊几何形状的容器中研究了停留时间分布。在阶跃响应实验中,应用Heaviside函数研究了不同形状的混合槽。得到实验结果后,计算RTD函数。通过将黑箱传递函数模型拟合到系统的RTD函数上,模拟了罐内的流动结构。定义了两种通用的模型结构,并对其适应度进行了比较。通过对拟合模型的评价,建立了罐内流动结构与其几何形状之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation of Mixing in Tanks of a Special Geometry
Mixing is one of the most crucial processes in the chemical industry. Homogeneity is a requirement for all feedstocks and industrial products. The degree of mixing depends on the hydrodynamic properties of the fluid in the units. The Residence Time Distribution (RTD) was investigated in a tank of a special geometry. Mixing was investigated using various geometries of the tank by applying the Heaviside function in step-response experiments. After obtaining experimental results, the RTD function was calculated. The flow structure in the tank was approximated by fitting black-box transfer function models onto the RTD function of the system. Two general model structures were defined and their fitness compared. By evaluating the fitted models, a relationship was established between the flow structure in the tank and its geometry.
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