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喷雾塔中二氧化硫洗涤的建模

Modeling of SO(2) scrubbing in spray towers.

作者信息

Bandyopadhyay Amitava, Biswas Manindra N

机构信息

Department of Chemical Engineering, Indian Institute of Technology, Kharagpur, India.

出版信息

Sci Total Environ. 2007 Sep 20;383(1-3):25-40. doi: 10.1016/j.scitotenv.2007.04.024. Epub 2007 Jun 13.

Abstract

The present article aims at developing simple realistic models in order to describe the gaseous removal process of SO(2) by absorption with and without chemical reaction in spray towers. Effects of droplet size, droplet velocity, superficial gas velocity, liquid flow rate and tower height on the performance of such a system are theoretically predicted. Model calculations bring out some very interesting facets of gas scrubbing as functions of droplet diameter and velocity. Four distinct regimes, viz. droplet lean, dense droplet, rigid droplet and droplet inertia controlling regimes, are found important in spray scrubbing process. Model calculation also elucidates the existence of rigid droplet (sphere) for a distinct droplet size at a specific droplet velocity. Theoretical considerations reveal that best performance can be achieved in the droplet inertia-controlling regime. Effect of turbulence on scrubbing is also considered for modeling. The model development and experimental data are limited to use of water-soluble alkaline scrubbing. However, the predicted values agree reasonably well with the available experimental data at lower gas and liquid flow rates for relatively smaller droplets. Models can also be applied to any gas-liquid spray absorption process subject to the assumptions and conditions necessary to describe the specific physico-chemical hydrodynamics of the system. However, incorporation of various droplet interactions can further refine the models for better prediction of removal efficiency.

摘要

本文旨在建立简单的实际模型,以描述喷雾塔中有无化学反应时二氧化硫的气相吸收去除过程。从理论上预测了液滴尺寸、液滴速度、表观气速、液体流量和塔高对该系统性能的影响。模型计算揭示了气体洗涤过程中一些非常有趣的方面,这些方面是液滴直径和速度的函数。发现在喷雾洗涤过程中,四个不同的区域,即贫液滴区、密集液滴区、刚性液滴区和液滴惯性控制区,是很重要的。模型计算还阐明了在特定液滴速度下,对于特定的液滴尺寸存在刚性液滴(球体)。理论分析表明,在液滴惯性控制区可以实现最佳性能。建模时还考虑了湍流对洗涤的影响。模型的开发和实验数据仅限于使用水溶性碱性洗涤剂。然而,在较低的气体和液体流量以及相对较小的液滴情况下,预测值与现有实验数据相当吻合。在描述系统特定物理化学流体动力学所需的假设和条件下,该模型也可应用于任何气液喷雾吸收过程。然而,纳入各种液滴相互作用可以进一步完善模型,以便更好地预测去除效率。

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