Department of Chemical Engineering, Eskişehir Osmangazi University, Eskişehir, Turkey.
Environ Technol. 2012 Sep;33(16-18):1857-68. doi: 10.1080/09593330.2011.650219.
In this study, the sorption/desorption equilibruim and the desorption kinetics of Cd by rhamnolipid biosurfactant from Na-feldspar as a soil component were investigated. The linear, Langmuir and Freundlich isotherms adequately fitted the equilibrium sorption data with regression coefficients ranging from 0.9836 - 0.9879. However, both the sorption/desorption equilibria were well characterized by the Freundlich model. The extent of hysteresis was quantified based on the differences obtained from sorption and desorption isotherms regarding the quantity of Cd(II) sorbed, the Freundlich exponent, concentration-dependent metal distribution coefficients, and the irreversibility index based on the metal distribution coefficient. The kinetics of desorption of Cd from Na-feldspar was investigated using 77 mM rhamnolipid and at pH 6.8. The first-order, an empirical first-order desorption model (two-coefficient), Lagergren-pseudo-first-order, pseudo-second-order, Elovich and modified Freundlich models were used to describe the kinetic data to estimate the rate constants. To determine the rate-controlling step, the intra-particle diffusion model was also applied to the desorption process. The desorption kinetics of Cd(II) on Na-feldspar was represented better by the pseudo-second-order, Elovich and modified Freundlich equations with correlation coefficients ranging from 0.9941- 0.9982 than by first-order equations. The rate-controlling stage was suggested to be mainly the surface reaction mechanism.
本研究考察了生物表面活性剂鼠李糖脂从钠长石(土壤成分之一)上吸附/解吸镉的吸附/解吸平衡和动力学。线性、朗缪尔和弗罗因德利希等温线能够很好地拟合平衡吸附数据,回归系数范围为 0.9836-0.9879。然而,吸附/解吸平衡都很好地用弗罗因德利希模型来描述。根据吸附和解吸等温线上吸附的 Cd(II)量、弗罗因德利希指数、浓度依赖型金属分配系数以及基于金属分配系数的不可逆性指数之间的差异,定量评估了滞后程度。采用 77 mM 鼠李糖脂和 pH 值为 6.8 研究了从钠长石上解吸 Cd 的动力学。采用一级、经验一级解吸模型(双系数)、拉格朗日拟一级、拟二级、Elovich 和修正弗罗因德利希模型来描述动力学数据,以估计速率常数。为了确定速率控制步骤,还将内扩散模型应用于解吸过程。与一级方程相比,拟二级、Elovich 和修正弗罗因德利希方程能更好地描述 Cd(II)在钠长石上的解吸动力学,相关系数范围为 0.9941-0.9982。建议速率控制阶段主要是表面反应机制。