Using the kinetic approach for the adsorption of base ions (Ca, Mg, Na, K) by the calm flow method in some soils in the northern of Iraq

Karman Qadir, Muhammad A J Al-Obaidi
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Abstract

Abstract. Four soils were selected from northern Iraq, within the ranks (Mollisols, Inceptisols) from the provinces of Dohuk, Erbil and Sulaymaniyah from different agricultural fields from the root zone (0-0.30 m). Their physicochemical and mineral properties were estimated to study thermally isotropic adsorption by the calm flow method of soil columns using an electrolytic solution. At concentrations of (3) mmol charge.L-1, containing Ca, Mg, K, and Na ions in two repetitions at a constant temperature of approximately 298 ± 2 K. Stabilization filters were collected in which the ions were estimated according to the coefficients. The results indicated that the reactions ranged from medium alkaline to medium acidic. (6.7- (7.8), unaffected by salinity (1.44 - 0.29) dS.m-1 with an ion exchange capacity between (22.43 - (33.9 Cmolc.Kg-1) and is calcareous soil due to its high content of total carbonate minerals (-112) g.kg-1  .In addition to the calcareous origin material, and it has a high clay content (304-534) g.kg-1  with the predominance of smectite, chlorite, Ilite, kaolinite and Ilite clay minerals, the nature of ion exchange using the kinetic entrance of adsorption showed a clear effect of the porous fats and the contact time of the electrolyte solution on the adsorbed quantities depending on the type of soil. Show the mathematical description of the process of arranging the kinetic equations according to their validity as follows: Power > First order > Parabolic > Elovage > Zero order
在伊拉克北部一些土壤中使用平静流法吸附碱离子(钙、镁、鈉、钾)的动力学方法
摘要从伊拉克北部杜胡克省、埃尔比勒省和苏莱曼尼亚省不同农田的根区(0-0.30 米)选取了四种土壤(Mollisols、Inceptisols)。通过使用电解溶液对土壤柱进行平静流动法研究热各向同性吸附,对它们的物理化学和矿物特性进行了估计。在约 298±2 K 的恒温条件下,在含有 Ca、Mg、K 和 Na 离子的 (3) mmol charge.L-1 浓度下重复两次。结果表明,反应从中度碱性到中度酸性不等。 除了钙质来源材料外,它还具有较高的粘土含量(304-534)g.利用吸附动力学入口研究离子交换的性质时发现,多孔脂肪和电解质溶液的接触时间对吸附量有明显的影响,这取决于土壤的类型。根据动力学方程的有效性,展示动力学方程排列过程的数学描述如下:动力方程 > 一阶方程 > 抛物线方程 > 艾洛维方程 > 零阶方程
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