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水溶液中钼在二氧化钛上的吸附

Adsorption of Molybdenum on Titania from Aqueous Solutions.

作者信息

El Shafei Gamal M. S., Philip Christine A., Moussa Nabawaya A.

机构信息

Chemistry Department, Faculty of Science, Ain Shams University, Abbassia, Cairo, Egypt

出版信息

J Colloid Interface Sci. 2001 Feb 1;234(1):142-148. doi: 10.1006/jcis.2000.7257.

Abstract

The adsorption of Mo from dilute aqueous solutions (10(-3) to 3x10(-2) M) is effected on three samples of titania, two are anatase and the third is P25, which is composed of rutile and anatase. The adsorption isotherms at 298, 318, and 338 K are analyzed using a Langmuir linear equation. The isotherms on P25 showed a distinct inflection point that is reproduced by two linear portions, indicating different adsorption regimes. This adsorption behavior is explained as follows: with low amount adsorbed the adsorption is initiated by protonation of the basic hydroxyls on which the negatively charged MoO(4)(2-')s are adsorbed, and this is accompanied by an increase in the pH of the impregnating solution. At higher adsorption the coordinatively unsaturated Ti(4+) sites participate in the process, leading to a decline in the initial increase in pH. In the case of the two anatase samples the low surface area resulted in poor distribution of adsorption sites; consequently, the distinction between the two modes of adsorption was not entirely clear. The higher adsorption site density in the case of anatase is accompanied by a lower surface coverage, θ, than that for P25. The heat of adsorption, Q, on the three titania samples showed a linear increase with θ, which is represented by the regression equation: -Q=95.77θ-4.25 (R(2)=0.993). Copyright 2001 Academic Press.

摘要

从稀水溶液(10⁻³至3×10⁻² M)中吸附钼是在三种二氧化钛样品上进行的,其中两种是锐钛矿型,第三种是由金红石和锐钛矿组成的P25型。使用朗缪尔线性方程分析了在298 K、318 K和338 K下的吸附等温线。P25型上的等温线显示出一个明显的拐点,该拐点由两个线性部分重现,表明存在不同的吸附机制。这种吸附行为的解释如下:在低吸附量时,吸附是由碱性羟基的质子化引发的,带负电荷的MoO₄²⁻吸附在这些碱性羟基上,同时浸渍溶液的pH值会升高。在较高吸附量时,配位不饱和的Ti⁴⁺位点参与该过程,导致pH值最初升高的趋势下降。对于两种锐钛矿型样品,低比表面积导致吸附位点分布不佳;因此,两种吸附模式之间的区别并不完全清晰。锐钛矿型情况下较高的吸附位点密度伴随着比P25型更低的表面覆盖率θ。三种二氧化钛样品上的吸附热Q随θ呈线性增加,其回归方程为:-Q = 95.77θ - 4.25(R² = 0.993)。版权所有2001年学术出版社。

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