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An algorithm of successive approximation used to calculate Ca2+concentration and pH in soil solutions at arid areas

机译:用于计算干旱地区土壤溶液中Ca2 +浓度和pH的逐次逼近算法

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In modeling the processes of CaCO3 dissolution and deposition in soils, Ca2+ concentration and pH in soil solution must be calculated based on the principles of thermodynamic equilibrium. However, it is difficult to calculate them directly because some parameters (e.g. ionic activity coefficients in soil solutions) are unavailable, which leads to the use of computer simulations to model these processes. An algorithm of successive approximation is presented in this paper to address this problem. With esimtaes of CO2 partial pressures in soil air and temperature, the algorithm enables computation of Ca2+ concentrations and pH in soil solutions of arid areas, resulting in a significant advancement of computer simulations of soil CaCO3 eluviation. This method has been applied and verified using CAEDP model (A model for CaCO3 eluviation in arid area soils). The results show that our method based on theory is accurate, robust, and simple.
机译:在模拟CaCO3在土壤中的溶解和沉积过程时,必须根据热力学平衡原理计算土壤溶液中Ca2 +的浓度和pH。但是,由于某些参数(例如土壤溶液中的离子活度系数)不可用,因此难以直接计算它们,这导致需要使用计算机模拟来对这些过程进行建模。本文提出了一种逐次逼近的算法来解决这个问题。借助土壤空气和温度中的CO2分压的模拟,该算法可以计算干旱地区土壤溶液中Ca2 +的浓度和pH,从而大大促进了土壤CaCO3淋洗的计算机模拟。该方法已通过CAEDP模型(一种用于干旱地区土壤中CaCO3淋洗的模型)进行了应用和验证。结果表明,基于理论的方法是准确,鲁棒和简单的。

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