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控制大型城市固体废弃物焚烧炉二噁英排放的活性炭最低进料速率

Minimum feeding rate of activated carbon to control dioxin emissions from a large-scale municipal solid waste incinerator.

作者信息

Chang Yu-Min, Hung Chao-Yang, Chen Jyh-Herng, Chang Chang-Tang, Chen Chin-Ho

机构信息

Institute of Environmental Engineering and Management, National Taipei University of Technology, No. 3, Section 1, Chung-Shiao E. Road, Taipei, Taiwan.

出版信息

J Hazard Mater. 2009 Jan 30;161(2-3):1436-43. doi: 10.1016/j.jhazmat.2008.04.128. Epub 2008 May 15.

Abstract

To obtain a minimum feeding rate (F(min)) of activated carbon (AC), a series of measurements on dioxin emission concentration were carried out in a large-scale municipal solid waste incinerator. It was found that dioxin removal efficiency (eta) increased with an increase in AC feeding concentration. This had an almost linear function to F/Q when F/Q was less than 65 g/Nm(3), where F was the AC feeding rate (mg/min), and Q was the volumetric flow rate of flue gas (Nm(3)/min). However, it did not seem to be affected by F/Q, when F/Q was larger than 150 mg/Nm(3). On the basis of the experimental data obtained in this study, the removal efficiency of dioxins by the application of AC could be correlated as eta (%)=100/[1.0+(40.2/(F/Q)(3))]. It is valid in appropriate conditions (F/Q=10-300 mg/Nm(3)) suggested by the study with a statistical error of +/-18%. The correlation would be applied to estimate the dioxin removal efficiency (eta) using the F/Q value. For engineering applications, the (F/Q)(min) could be solved using a graphic illustration method, by which the minimum feeding rate (F) was obtained if the flue gas volumetric flow rate (Q) was known.

摘要

为了获得活性炭(AC)的最小进料速率(F(min)),在一座大型城市固体废物焚烧炉中对二噁英排放浓度进行了一系列测量。结果发现,二噁英去除效率(eta)随AC进料浓度的增加而提高。当F/Q小于65 g/Nm(3)时,这与F/Q几乎呈线性函数关系,其中F为AC进料速率(mg/min),Q为烟气的体积流量(Nm(3)/min)。然而,当F/Q大于150 mg/Nm(3)时,它似乎不受F/Q的影响。基于本研究获得的实验数据,应用AC去除二噁英的效率可表示为eta(%) = 100 / [1.0 + (40.2 / (F/Q)(3))]。在该研究建议的适当条件(F/Q = 10 - 300 mg/Nm(3))下有效,统计误差为±18%。该关联式将用于使用F/Q值估算二噁英去除效率(eta)。对于工程应用,可以使用图解法求解(F/Q)(min),如果已知烟气的体积流量(Q),则可据此获得最小进料速率(F)。

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