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Use of Wheeler–Jonas equation to explain xenon dynamic adsorption breakthrough curve on granular activated carbon

机译:使用Wheeler–Jonas方程解释氙在活性炭上的动态吸附突破曲线

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摘要

The Wheeler–Jonas equation (WJ equation) is widely used to predict breakthrough of volatile organic compounds on granular activated carbon (GAC) and the most important criteria is to calculate the overall adsorption rate constant (k v ) and amount adsorbed based on breakthrough curve. The operational factors, including temperatures, concentrations and flow rates, for packed bed, can affect the values of k v more or less and to what degree has not yet been systematically investigated. What’s more, the relation between the dynamic adsorption coefficient (k d) or Henry constant, which is used for the design of packed bed, and WJ equation is not clear. In order to solve these problems, we performed xenon dynamic adsorption on GAC adsorber experiments under different values of xenon concentrations, flow rates and temperatures, obtained the breakthrough curves for elution times versus xenon concentrations, and then employed WJ equation to explain breakthrough curves. The experimental results indicate that the WJ equation can fit the breakthrough curve very well and k d be integrated into the WJ equation. The values of k v are proportional to the values of flow rates and k d, but independent of that of temperatures and xenon concentrations.
机译:Wheeler-Jonas方程(WJ方程)被广泛用于预测挥发性有机化合物在颗粒状活性炭(GAC)上的渗透,最重要的标准是计算总吸附速率常数(k v )以及基于突破曲线的吸附量。填充床的操作因素(包括温度,浓度和流速)或多或少会影响k v 的值,并且尚未达到系统研究的程度。此外,用于填充床设计的动态吸附系数(k d )或亨利常数与WJ方程之间的关系还不清楚。为了解决这些问题,我们在GAC吸附器实验中,在氙浓度,流速和温度不同的条件下进行了氙动态吸附,得出了洗脱时间与氙浓度的穿透曲线,然后使用WJ方程解释了穿透曲线。实验结果表明,WJ方程可以很好地拟合穿透曲线,并且可以将k d 集成到WJ方程中。 k v 的值与流速和k d 的值成比例,但与温度和氙浓度无关。

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